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FINANCIAL KNOWLEDGE AND RATIONALITY OF CANADIAN INVESTORS<br />

Cécile Carpentier* <strong>and</strong> Jean-Marc Suret**<br />

March 18, 2012<br />

*Pr<strong>of</strong>essor, Laval University, CIRANO Fellow <strong>and</strong> associate researcher with the Investors<br />

Group Chair in Financial Planning. **Pr<strong>of</strong>essor, Laval University, CIRANO Fellow,<br />

associate researcher <strong>and</strong> member <strong>of</strong> the governing committee <strong>of</strong> the Investors Group Chair<br />

in Financial Planning. The authors thank the Fonds pour l’éducation et la saine<br />

Gouvernance <strong>of</strong> the Autorité des marchés financiers, the Ministère des Finances du Québec<br />

<strong>and</strong> the Investors Group Chair in Financial Planning <strong>of</strong> Laval University for making the<br />

implementation <strong>and</strong> dissemination <strong>of</strong> the study possible. The views expressed are those <strong>of</strong><br />

the authors, <strong>and</strong> not necessarily those <strong>of</strong> the Autorité des marchés financiers <strong>and</strong> the<br />

Ministère des finances du Québec.


Table <strong>of</strong> contents<br />

Executive summary ............................................................................................................. 1<br />

Introduction ......................................................................................................................... 3<br />

1 Background ...................................................................................................................... 4<br />

1.1 Literacy ..................................................................................................................... 4<br />

1.2 Rationality ................................................................................................................. 5<br />

2 Survey <strong>and</strong> respondents ................................................................................................... 5<br />

2.1 Survey ....................................................................................................................... 5<br />

2.2 Respondents .............................................................................................................. 6<br />

2.3 Characteristics <strong>of</strong> respondent portfolios ................................................................... 6<br />

3 Respondents’ <strong>knowledge</strong> ................................................................................................. 7<br />

3.1 Past return <strong>of</strong> asset classes ........................................................................................ 7<br />

3.2 Basic concepts related to returns............................................................................... 8<br />

3.3 Notions related to risk ............................................................................................... 9<br />

3.4 Risk-return relationship .......................................................................................... 11<br />

3.5 Diversification......................................................................................................... 11<br />

3.6 Investors’ <strong>financial</strong> decisions .................................................................................. 12<br />

3.7 Investors’ <strong>knowledge</strong> score..................................................................................... 13<br />

3.8 Investors’ scores <strong>and</strong> characteristics ....................................................................... 13<br />

4 Investor <strong>rationality</strong> ......................................................................................................... 14<br />

4.1 Perspective theory ................................................................................................... 14<br />

4.2 Availability bias ...................................................................................................... 15<br />

4.3 Overconfidence bias................................................................................................ 15<br />

4.4 Self Attribution ....................................................................................................... 19<br />

4.5 Preference for lottery stocks ................................................................................... 20<br />

4.6 Familiarity bias ....................................................................................................... 20<br />

Conclusion ........................................................................................................................ 21<br />

Tables <strong>and</strong> Figures ............................................................................................................ 22<br />

Appendix 1 Questions used to calculate the score ............................................................ 49<br />

Bibliography ..................................................................................................................... 52<br />

2


EXECUTIVE SUMMARY<br />

Investors’ <strong>financial</strong> skill rests on two elements: 1) literacy, which is the <strong>financial</strong><br />

<strong>knowledge</strong> itself <strong>and</strong> the skill required to use the <strong>knowledge</strong>, <strong>and</strong> 2) <strong>rationality</strong>, which<br />

refers to the lack <strong>of</strong> major biases such as overconfidence. To estimate the level <strong>of</strong><br />

<strong>investors</strong>’ <strong>knowledge</strong> <strong>and</strong> <strong>rationality</strong>, we administered an online survey to 1814 <strong>investors</strong><br />

in Québec <strong>and</strong> Ontario who manage their own stock portfolios. Their average portfolio is<br />

valued at $200,000, mostly invested in stocks <strong>of</strong> large or small listed companies. We<br />

measured <strong>knowledge</strong> using scores <strong>and</strong> compared these scores with <strong>investors</strong>’ evaluations<br />

<strong>of</strong> their <strong>knowledge</strong> in various areas, to examine the dimension <strong>of</strong> <strong>rationality</strong>. We also<br />

tried to identify several other behavioral biases.<br />

Canadian <strong>investors</strong>’ <strong>financial</strong> <strong>knowledge</strong> is limited. On average, they obtain a mediocre<br />

<strong>knowledge</strong> score; only 5% score above 66%. The vast majority <strong>of</strong> respondents scored<br />

between 40% <strong>and</strong> 57%. Significant gaps were noted regarding <strong>knowledge</strong> <strong>of</strong> risk <strong>and</strong><br />

return <strong>of</strong> asset categories. Knowledge <strong>of</strong> past returns <strong>of</strong> the main asset categories is<br />

abnormally low, particularly for equity, an area where all <strong>of</strong> the respondents are involved.<br />

Mediocre <strong>knowledge</strong> <strong>of</strong> the performance <strong>of</strong> categories <strong>and</strong> <strong>of</strong> the concept <strong>of</strong> risk<br />

premium calls into question <strong>investors</strong>’ <strong>financial</strong> planning ability. One out <strong>of</strong> five<br />

<strong>investors</strong> is unaware that the return <strong>of</strong> a small growth company comes not from<br />

dividends, but rather from a capital gain. One-third <strong>of</strong> <strong>investors</strong> are certain that they will<br />

receive future dividends from a company that usually pays them. Almost 30% <strong>of</strong><br />

respondents are unaware that stock indices are greatly influenced by the returns <strong>of</strong> the<br />

largest capitalization stocks. Three-quarters <strong>of</strong> <strong>investors</strong> do not systematically compare<br />

the return on their portfolio with that <strong>of</strong> a stock market index.<br />

Half <strong>of</strong> the <strong>investors</strong> do not clearly grasp the link between lack <strong>of</strong> liquidity <strong>and</strong> share<br />

value. Many <strong>investors</strong> do not know that if they invest in the stocks <strong>of</strong> small companies<br />

listed on the TSX Venture Exchange, they might lose all their capital. The risks<br />

associated with shareholding are largely underestimated.<br />

The majority <strong>of</strong> <strong>investors</strong> think that there is no systematic risk-return relationship. Nearly<br />

all <strong>investors</strong> are convinced that some stocks <strong>of</strong>fer a high return coupled with low risk.<br />

A significant portion <strong>of</strong> <strong>investors</strong> does not clearly grasp what portfolio diversification is,<br />

<strong>and</strong> 35% <strong>of</strong> <strong>investors</strong> do not know how to diversify. One out <strong>of</strong> five <strong>investors</strong> does not<br />

know that it is possible to diversify a stock portfolio using mutual funds. One third <strong>of</strong><br />

<strong>investors</strong> do not know that one must scrutinize the <strong>financial</strong> information <strong>of</strong> small issuers.<br />

Only one out <strong>of</strong> five <strong>investors</strong> knows that there is no reliable means <strong>of</strong> detecting<br />

overvalued or undervalued stocks. 42% <strong>of</strong> <strong>investors</strong> are unaware that buying the shares <strong>of</strong><br />

a company with negative earnings incurs a very high risk. About 30% <strong>of</strong> <strong>investors</strong> do not<br />

base their decisions on the allocation <strong>of</strong> their wealth. The same proportion does not<br />

systematically analyze a stock’s risk <strong>and</strong> return before buying it.<br />

The overall level <strong>of</strong> <strong>financial</strong> expertise is thus mediocre. The second half <strong>of</strong> the<br />

questionnaire measured the extent that Canadian <strong>investors</strong> are subject to behavioral<br />

biases. They seem to strongly overestimate their abilities. They generally consider<br />

themselves skilled at selecting stocks, <strong>and</strong> <strong>knowledge</strong>able about market trends <strong>and</strong> the<br />

timing <strong>of</strong> their stock trading decisions. However, perceived expertise does not correspond<br />

to the <strong>knowledge</strong> measured using scores. A large proportion <strong>of</strong> <strong>investors</strong> prefer lottery<br />

1


stocks, which is consistent with our observation <strong>of</strong> negative returns on small<br />

capitalization stock issues. In addition, a very large proportion <strong>of</strong> <strong>investors</strong> exhibit a<br />

familiarity bias. The most surprising result lies in the expectations <strong>of</strong> individually<br />

managed portfolio returns. Even if they view themselves as generally more skilled than<br />

their peers, most individual managers expect to achieve returns that are less than or equal<br />

to those <strong>of</strong> the market index. Overconfidence is exhibited when it comes to detecting<br />

exceptional stocks: 77% <strong>of</strong> <strong>investors</strong> say they can identify an exceptional stock within a<br />

set <strong>of</strong> 20 stocks. Another example <strong>of</strong> overconfidence is that most <strong>investors</strong> consider that<br />

the average projections by experts are false. Lastly, half <strong>of</strong> <strong>investors</strong> largely overestimate<br />

the probability <strong>of</strong> obtaining an exceptional return when they invest in a company on the<br />

TSX Venture Exchange. Our observations therefore confirm the presence <strong>of</strong> behavioral<br />

biases, the main one being overoptimism <strong>and</strong> exaggerated confidence in the <strong>knowledge</strong><br />

<strong>and</strong> skills required to obtain high returns. In particular, <strong>investors</strong> overestimate their ability<br />

to select winning stocks.<br />

2


INTRODUCTION<br />

To manage their savings effectively, individuals need basic <strong>knowledge</strong> <strong>and</strong> the skills to<br />

apply it to make sound decisions. These two dimensions make up the current definition <strong>of</strong><br />

<strong>financial</strong> literacy (Huston 2010 p.307). Investors must also exhibit <strong>rationality</strong>. Their<br />

<strong>financial</strong> behaviors must not be influenced by major biases (de Meza et al. 2008). If<br />

behaviors are biased, <strong>financial</strong> decisions will be unsound even if the <strong>investors</strong>’<br />

<strong>knowledge</strong> is adequate. Following their analysis, conducted for the Financial Service<br />

Authority <strong>of</strong> London, de Meza et al. note that differences in <strong>financial</strong> competence<br />

observed between <strong>investors</strong> arise more from behavioral problems than from <strong>knowledge</strong><br />

gaps. The dimension <strong>of</strong> <strong>rationality</strong> therefore cannot be neglected. Given <strong>investors</strong>’<br />

limited <strong>rationality</strong>, the considerable efforts deployed to improve <strong>financial</strong> literacy may be<br />

ineffectual (de Meza et al. 2008; Willis 2008).<br />

Numerous authors have examined the <strong>financial</strong> <strong>knowledge</strong> <strong>of</strong> youth, households <strong>and</strong><br />

future retirees (Huston 2010). However, with the exception <strong>of</strong> Deaves et al. (2006) <strong>and</strong> <strong>of</strong><br />

some pr<strong>of</strong>essional reports, 1 few researchers have looked at the level <strong>of</strong> <strong>knowledge</strong> <strong>of</strong><br />

individual <strong>investors</strong>. Research has highlighted the importance <strong>of</strong> specific biases among<br />

groups <strong>of</strong> <strong>investors</strong> or students (de Meza et al. 2008). Nonetheless, few global analyses <strong>of</strong><br />

<strong>rationality</strong> exist, <strong>and</strong> even fewer works have simultaneously addressed the dimensions <strong>of</strong><br />

<strong>knowledge</strong> <strong>and</strong> <strong>rationality</strong> <strong>of</strong> <strong>investors</strong> who actively make management decisions. This<br />

study presents an analysis <strong>of</strong> <strong>knowledge</strong> <strong>and</strong> <strong>rationality</strong> <strong>of</strong> Canadian <strong>investors</strong> who<br />

personally manage their stock portfolios. The Canadian situation is particularly<br />

interesting for several reasons. Canada is one <strong>of</strong> the countries with the largest proportions<br />

<strong>of</strong> shareholders (37.52%), far exceeding the rates in the United States <strong>and</strong> the United<br />

Kingdom (Grout et al. 2009). Given the very low minimum st<strong>and</strong>ards for listing on an<br />

exchange, Canadians can acquire the shares <strong>of</strong> many small businesses that would be<br />

excluded from stock markets elsewhere. Lastly, Canadian <strong>investors</strong> earn paltry rates <strong>of</strong><br />

return, particularly when they hold stocks listed on the TSX Venture Exchange<br />

(Carpentier et al. 2010a; Carpentier <strong>and</strong> Suret 2010; Carpentier et al. 2011). We therefore<br />

concentrated on this important category <strong>of</strong> agents, which is our first contribution. To<br />

investigate the dimensions <strong>of</strong> <strong>knowledge</strong> <strong>and</strong> <strong>rationality</strong> simultaneously, we developed a<br />

series <strong>of</strong> questions covering the most important points related to <strong>rationality</strong> <strong>of</strong> <strong>investors</strong>’<br />

decisions; this is our second contribution. Lastly, we study the extent that language <strong>and</strong><br />

province <strong>of</strong> origin are related to <strong>investors</strong>’ <strong>financial</strong> skills, in addition to characteristics<br />

generally studied in this type <strong>of</strong> analysis such as level <strong>of</strong> income or education.<br />

In the first part <strong>of</strong> the paper, we situate our research relative to previous studies. Part 2<br />

describes the characteristics <strong>of</strong> the survey <strong>and</strong> the respondent population. We summarize<br />

the survey results in terms <strong>of</strong> <strong>knowledge</strong> (Part 3) <strong>and</strong> <strong>rationality</strong> (Part 4). The last section<br />

concludes the paper.<br />

1 Investor Protection Trust. 2007. The MoneyTrack/IPT Investing Secrets Survey.<br />

http://www.investorprotection.org/downloads/pdf/learn/research/Secrets_Survey_Report.pdf<br />

NASD Investor Literacy Research. 2003. NASD Investor Literacy Research: Executive<br />

Summary.http://www.finrafoundation.org/web/groups/foundation/@foundation/documents/found<br />

ation/p118411.pdf<br />

3


1 BACKGROUND<br />

1.1 Literacy<br />

Financial literacy is a timely topic. The OECD published the first international study on<br />

<strong>financial</strong> education in 2005 (OECD 2005). In 2007, the Financial Consumer Agency <strong>of</strong><br />

Canada put in place a branch intended to help Canadians improve their <strong>financial</strong><br />

<strong>knowledge</strong>. In September 2008, a Canadian conference on <strong>financial</strong> literacy was held in<br />

Montréal. Social <strong>and</strong> Enterprise Development Innovations called for the creation <strong>of</strong> an<br />

independent task force assigned to study the problem in depth <strong>and</strong> make proposals. In<br />

June 2009, the federal government launched the task force on <strong>financial</strong> literacy, which<br />

would recommend a strategy to the Finance Minister. 2<br />

Several countries staged national survey campaigns on this theme. Australia, Japan,<br />

Korea, the United Kingdom <strong>and</strong> the United States tried to measure <strong>financial</strong> <strong>knowledge</strong>. 3<br />

Statistics Canada conducted a study <strong>of</strong> 20,000 respondents in 10 provinces in 2009. The<br />

OECD (2005) concluded that countries are increasingly aware <strong>of</strong> the importance <strong>of</strong><br />

<strong>financial</strong> <strong>knowledge</strong> <strong>and</strong> have implemented a large variety <strong>of</strong> initiatives. Many <strong>of</strong> the<br />

efforts have targeted diverse clienteles such as students or low-income households. The<br />

general finding is that the population’s level <strong>of</strong> <strong>financial</strong> <strong>knowledge</strong> is limited (SEDI<br />

2005).<br />

Most <strong>of</strong> the works on <strong>financial</strong> literacy conducted to date assess the level <strong>of</strong> basic<br />

<strong>knowledge</strong> <strong>of</strong> personal finance management <strong>and</strong> retirement planning, <strong>and</strong> sometimes<br />

perception, in the case <strong>of</strong> fraud <strong>and</strong> regulatory bodies (Canadian Securities<br />

Administrators, or CSA). Nonetheless, in most countries, very few initiatives are aimed at<br />

<strong>investors</strong>.<br />

Canada has devoted significant attention to <strong>investors</strong>’ <strong>financial</strong> <strong>knowledge</strong>, 4 perhaps<br />

because this country has one <strong>of</strong> the highest rates <strong>of</strong> individual shareholding, 5 Cakebread<br />

(2006) notes that in Canada, information <strong>and</strong> education are considered key components<br />

<strong>of</strong> investor protection (p. 366) <strong>and</strong> that many resources are made available to <strong>investors</strong> by<br />

regulatory bodies <strong>and</strong> other organizations (Cakebread 2009). These resources are<br />

dedicated to information <strong>and</strong> investor training. CSA has developed the CSA Investor<br />

Index, which measures <strong>knowledge</strong> at a general level according to various dimensions:<br />

Canadians’ investment behavior, <strong>and</strong> <strong>knowledge</strong> <strong>of</strong> provincial securities regulators, <strong>and</strong><br />

fraud. If securities commissions have developed many programs <strong>and</strong> information<br />

documents, limited data have been gathered on the reasons that individual <strong>investors</strong><br />

generally seem to make poor decisions.<br />

In contrast to most previous studies, we are interested in the technical <strong>knowledge</strong> <strong>of</strong><br />

shareholders exclusively. In our previous research, we observed that individual Canadian<br />

2<br />

The task force’s report is available at:<br />

http://www.litteratiefinanciereaucanada.com/<strong>canadian</strong>s-<strong>and</strong>-their-money.html<br />

3<br />

http://www.oecdobserver.org/news/fullstory.php/aid/1908/The_asset_test.html<br />

4<br />

This report examines individual <strong>investors</strong> (retail <strong>investors</strong>) exclusively. We refer to them as<br />

“<strong>investors</strong>.”<br />

5<br />

In Canada, the proportion <strong>of</strong> the population holding stocks was 37.52% in 2004. Comparable<br />

values are 21.20% in the United States, 15.09% in the United Kingdom <strong>and</strong> 14.97% in France<br />

(Grout et al. 2009).<br />

4


<strong>investors</strong>, including qualified <strong>investors</strong>, obtain abnormally low returns, particularly when<br />

they purchase stocks <strong>of</strong> companies listed on the Venture Exchange. The finding <strong>of</strong> poor<br />

performance <strong>of</strong> individual <strong>investors</strong> has also been established in the United States,<br />

particularly among active traders (Barber <strong>and</strong> Odean 2000b). The portfolios <strong>of</strong><br />

individuals who are members <strong>of</strong> investment clubs generally perform worse than those <strong>of</strong><br />

other individuals (Barber <strong>and</strong> Odean 2000a). This may be linked to the fact that members<br />

<strong>of</strong> such clubs engage in more aggressive <strong>and</strong> active management than do isolated<br />

<strong>investors</strong>. It seems that the transactions <strong>of</strong> individual <strong>investors</strong> systematically result in<br />

large losses (Barber et al. 2009). Nonetheless, the paucity <strong>of</strong> individual <strong>investors</strong>’<br />

<strong>knowledge</strong> may not suffice to explain their mediocre performance. Here is where<br />

<strong>rationality</strong> comes into play.<br />

1.2 Rationality<br />

Individual <strong>investors</strong> do not manage their portfolios according to the basic rules <strong>of</strong> finance<br />

(Broihanne et al. 2005; Broihanne et al. 2006; Séjourné 2006). They obtain rates <strong>of</strong> return<br />

that are generally inferior to those <strong>of</strong> the reference indices (Barber <strong>and</strong> Odean 2000b) <strong>and</strong><br />

the returns are lower for <strong>investors</strong> who actively manage their portfolios (Barber <strong>and</strong><br />

Odean 2000a). Individual <strong>investors</strong> are very active in the small capitalization sector,<br />

which institutional <strong>investors</strong> tend to avoid (N<strong>of</strong>singer <strong>and</strong> Varma 2009). They actively<br />

participate in the small capitalization issue market where they obtain on average<br />

extremely low rates <strong>of</strong> return. This situation is particularly apparent in the case <strong>of</strong><br />

investments in small companies listed on the TSX Venture Exchange, <strong>and</strong> holds for both<br />

public issues <strong>and</strong> private placements (Carpentier et al. 2010a; Carpentier <strong>and</strong> Suret 2010;<br />

Carpentier et al. 2011).<br />

Several authors seriously call into question the value <strong>of</strong> investor literacy programs<br />

(Williams 2007; Willis 2008; Willis 2009), attributing the poor performance observed to<br />

individuals’ ir<strong>rationality</strong> <strong>and</strong> to a set <strong>of</strong> biases that literacy programs alone cannot correct.<br />

As Shefrin (2002) writes, “People are imperfect processors <strong>of</strong> information <strong>and</strong> are<br />

frequently subject to bias, error, <strong>and</strong> perceptual illusions.” De Meza et al. (2008)<br />

conclude that differences in <strong>financial</strong> expertise among <strong>investors</strong> originate more from<br />

behavior problems than from <strong>knowledge</strong> gaps.<br />

Despite the importance <strong>of</strong> the subject, Deaves et al. (2006 p.256) assert that <strong>knowledge</strong><br />

<strong>of</strong> individual <strong>investors</strong>’ decision-making process is very limited. In the academic<br />

literature, biases are generally analyzed independently; very few works have examined<br />

biases <strong>and</strong> <strong>knowledge</strong> simultaneously. This study is designed to fill this gap.<br />

2 SURVEY AND RESPONDENTS<br />

2.1 Survey<br />

The 40-question survey was administered by Vision Critical/Angus Reid, an institute<br />

specializing in Internet surveys, between May 26 <strong>and</strong> June 10, 2011, to 1814 people: 910<br />

in Québec <strong>and</strong> 913 in Ontario. The respondents had to hold shares <strong>of</strong> listed companies<br />

<strong>and</strong> be responsible for decisions related to these stocks.<br />

5


2.2 Respondents<br />

Males make up 72% <strong>of</strong> the respondent population. This proportion is identical in Québec<br />

<strong>and</strong> Ontario. The proportion <strong>of</strong> English speakers is 100% in Ontario <strong>and</strong> 34% in Québec. 6<br />

Almost 58% <strong>of</strong> respondents are over age 55, whereas less than 9% are under age 35.<br />

Respondents in the oldest age class (over 55) are proportionately fewer in Québec (55%)<br />

than in Ontario (60%). These differences are statistically significant.<br />

Most respondents are working full-time, but one-third are retired (Table 1). Income,<br />

disclosed by 89% <strong>of</strong> respondents (Table 2), is at least $50,000 per year for almost 82% <strong>of</strong><br />

respondents. Only 18.4% have income below $50,000 per year. About 44% <strong>of</strong><br />

respondents have annual income situated in the $50,000-$100,000 bracket, in both<br />

Québec <strong>and</strong> Ontario. In Ontario, 45% <strong>of</strong> respondents have income higher than $100,000,<br />

versus 31% in Québec. The significantly higher income in Ontario is consistent with<br />

Statistics Canada data. 7 66% <strong>of</strong> respondents have a university education, compared with<br />

23% whose highest level <strong>of</strong> education is college.<br />

2.3 Characteristics <strong>of</strong> respondent portfolios<br />

This section covers the general characteristics <strong>of</strong> portfolios held <strong>and</strong> managed by<br />

respondents. It paints a pr<strong>of</strong>ile <strong>of</strong> the asset categories <strong>and</strong> the number <strong>of</strong> stocks each<br />

portfolio contains. However, one cannot draw compelling conclusions regarding<br />

diversification, because most respondents hold mutual funds.<br />

The proportions <strong>of</strong> respondents who hold shares <strong>of</strong> large companies, small companies<br />

<strong>and</strong> mutual fund units are 91%, 53% <strong>and</strong> 74% respectively (Table 3). 58% <strong>of</strong> respondents<br />

hold fixed income securities in addition to shares <strong>of</strong> listed companies. About 11% <strong>of</strong><br />

respondents selected the Other investment category. It notably consists <strong>of</strong> cash, private<br />

company shares, options <strong>and</strong> precious metals.<br />

About 69% <strong>of</strong> respondents hold stock in a self-directed RRSP, which 96% <strong>of</strong> respondents<br />

manage themselves. Over 78% <strong>of</strong> respondents hold shares in a portfolio outside an<br />

RRSP. Close to 31% <strong>of</strong> respondents hold shares in a portfolio that they do not manage, in<br />

addition to holding shares in at least one <strong>of</strong> the two previous categories.<br />

Table 4 shows that respondents invest most <strong>of</strong> their portfolios (67%) in shares <strong>of</strong> large<br />

companies (43%) <strong>and</strong> small companies (24%) listed on an exchange. Respondents also<br />

invest a large portion <strong>of</strong> their portfolio in mutual funds (38%) <strong>and</strong> fixed-income securities<br />

(30%). 8 1365 respondents estimated the total value <strong>of</strong> the <strong>financial</strong> assets in their<br />

portfolios, corresponding to 75.3% <strong>of</strong> the sample (Table 5). The average value is<br />

$427,000. Half <strong>of</strong> the respondents have a portfolio whose value exceeds $200,000 (Panel<br />

A) <strong>and</strong> 36% <strong>of</strong> the respondents have a portfolio valued at below $100,000 (Panel B).<br />

6 English speakers in Québec, who represent 13.4% <strong>of</strong> the population according to data from the<br />

<strong>of</strong>ficial languages commission, are overrepresented in this sample.<br />

7 Statistics Canada, Income in Canada 2007, Catalogue no. 75-202-X, 2009 (p.10), notes a gap <strong>of</strong><br />

about $11,500 (17.3%) between median household income in the two provinces, in Ontario’s<br />

favor: http://www.statcan.gc.ca/pub/75-202-x/75-202-x2007000-eng.pdf.<br />

8 The proportions reported are the means <strong>of</strong> percentages indicated in response to Question 1a. In<br />

some cases respondents mentioned that they hold an asset category but attribute a miniscule<br />

percentage to it (0%). These values are retained.<br />

6


More than 41% <strong>of</strong> responders invested in fewer than five stocks <strong>of</strong> large companies, <strong>and</strong><br />

65% <strong>of</strong> respondents hold fewer than nine stocks <strong>of</strong> large companies (Table 6). Their<br />

median holdings are 4 to 5 stocks <strong>of</strong> small companies listed on an exchange (Table 7).<br />

70% <strong>of</strong> respondents hold fewer than nine stocks <strong>of</strong> small companies.<br />

Question 3 concerns the proportion <strong>of</strong> the portfolio invested in the respondent’s<br />

employer's stock. This type <strong>of</strong> investment represents an additional risk in that human <strong>and</strong><br />

<strong>financial</strong> capital is invested in the same place. 70% <strong>of</strong> respondents do not hold these<br />

stocks, <strong>and</strong> 80% <strong>of</strong> respondents have invested less than 10% <strong>of</strong> their portfolio therein. In<br />

contrast, 56 respondents invested their entire portfolio in such stocks <strong>and</strong> 7.90% <strong>of</strong><br />

<strong>investors</strong> placed more than 50% <strong>of</strong> the value <strong>of</strong> their portfolio in the employer’s stock.<br />

Not only are these respondents insufficiently diversified, but they assume substantial risk.<br />

We noticed significant differences between respondents by province. Table 3 shows that<br />

more respondents from Ontario (93%) than from Québec (88%) hold shares <strong>of</strong> large<br />

companies. The same pattern is seen in mutual funds (79% versus 69%). Whereas 73% <strong>of</strong><br />

Québec respondents hold shares in a self-directed RRSP, only 65% <strong>of</strong> Ontarians do.<br />

When the shares are in a portfolio outside an RRSP, Ontario <strong>investors</strong> seem more<br />

involved in managing their stocks (98%) than Quebecers (95%). Quebecers invest more<br />

in small companies’ stocks, fixed-income instruments <strong>and</strong> other securities categories than<br />

Ontarians do (Table 4).<br />

Ontario <strong>investors</strong>’ portfolios have greater value (median $250,000) than those <strong>of</strong><br />

Quebecers ($140,000, Table 5). More than 44% <strong>of</strong> Quebecers have a portfolio valued at<br />

less than $100,000, compared with only 29% <strong>of</strong> Ontarians. At the other extremity <strong>of</strong> the<br />

distribution, 80% <strong>of</strong> Quebecers have a portfolio below $400,000, versus 69% <strong>of</strong><br />

Ontarians.<br />

In Québec, 39% <strong>of</strong> respondents hold more than nine stocks <strong>of</strong> large companies, compared<br />

with 32% in Ontario. If we assume that one needs at least 10 stocks to diversify a<br />

portfolio, more Quebecers are adequately diversified. However, it should be noted that<br />

many respondents also hold the shares <strong>of</strong> small companies <strong>and</strong> mutual fund units (Table<br />

6). RRSPs represent 65% <strong>of</strong> respondents’ portfolios in Québec, 55% in Ontario <strong>and</strong> 60%<br />

on average. The relative importance <strong>of</strong> RRSPs confirms the importance <strong>of</strong> the study:<br />

management errors would have a significant effect on the retirement income <strong>of</strong> most<br />

people surveyed.<br />

3 RESPONDENTS’ KNOWLEDGE<br />

We analyze the dimensions related to return, risk, the risk-return relationship,<br />

diversification <strong>and</strong> <strong>financial</strong> decision-making. We evaluate the extent that <strong>investors</strong> know<br />

the basic facts regarding asset categories <strong>and</strong> securities, <strong>and</strong> that they have mastered<br />

rudimentary concepts related to risk <strong>and</strong> return, as taught in basic finance textbooks.<br />

3.1 Past return <strong>of</strong> asset classes<br />

Between 1991 <strong>and</strong> 2010, the returns <strong>of</strong> Treasury Bills, government bonds <strong>and</strong> the<br />

S&P/TSX index were 4.20%, 10.4% <strong>and</strong> 11.3% 9 respectively in Canada. We expect that<br />

9 The relatively small variance observed between the return on bonds <strong>and</strong> that on stocks is not<br />

unusual. It has been 2.5% on average for 207 years.<br />

7


<strong>investors</strong> can rank these returns in order <strong>of</strong> size <strong>and</strong> situate the returns relative to one<br />

another, especially because returns on Treasury Bills <strong>and</strong> stocks over the last 10 years<br />

have remained fairly stable since 1928.<br />

If we accept an error <strong>of</strong> 100 basis points, 10 slightly more than half <strong>of</strong> <strong>investors</strong> have an<br />

accurate vision <strong>of</strong> the return on Treasury Bills (Table 8). About 23% <strong>of</strong> <strong>investors</strong> largely<br />

underestimate this return, situating it at 1% to 2%, whereas 26% <strong>of</strong> respondents<br />

overvalue this rate, sometimes considerably. About 13% <strong>of</strong> respondents situate this return<br />

at 7% to 10%, whereas 5% estimate it at 11% or higher. 36% <strong>of</strong> people surveyed could<br />

not answer this question.<br />

Fewer than 4% <strong>of</strong> respondents can state the rate <strong>of</strong> return on government bonds in the last<br />

10 years (between 9% <strong>and</strong> 11%), <strong>and</strong> a large proportion (36%) <strong>of</strong> respondents could not<br />

situate this return at all (Table 9). Of those who replied, 91% undervalued the return,<br />

sometimes with very significant variance.<br />

Almost one-third <strong>of</strong> respondents (32%) could not situate the return <strong>of</strong> the S&P/TSX<br />

index in the last 10 years (Table 10). Fewer than 15% <strong>of</strong> <strong>investors</strong> surveyed correctly<br />

situated this return with a margin <strong>of</strong> error <strong>of</strong> less than 100 basis points. The proportion <strong>of</strong><br />

correct responses is higher in Ontario (16.65% vs. 12.43%). where the proportion <strong>of</strong> nonresponses<br />

is lower. The proportion <strong>of</strong> respondents who undervalue the stock return is<br />

very high (62.74%). A significant number (11% or 137 out <strong>of</strong> 1240) <strong>of</strong> respondents<br />

estimate this return at 16% or higher. Many <strong>investors</strong> (19% <strong>of</strong> people who gave an<br />

answer) situated this return at 5% or under. The statistical test indicates provincial<br />

differences. If 21.5% <strong>of</strong> Quebecers with an opinion estimate the return <strong>of</strong> the S&P/TSX<br />

at under 5%, only 16% <strong>of</strong> Ontarians shared this view. At the other extremity <strong>of</strong> the<br />

distribution, 12% <strong>of</strong> Ontarians estimate this return at 12% or higher, as opposed to 10%<br />

<strong>of</strong> Quebecers.<br />

For long periods, the return <strong>of</strong> all bonds (the universe) can equal or surpass that <strong>of</strong> stocks<br />

(Arnott 2009). Table 11 shows that only 44% <strong>of</strong> respondents in Ontario <strong>and</strong> 41% in<br />

Québec are aware <strong>of</strong> this. This result confirms the mediocre <strong>knowledge</strong> <strong>of</strong> relations<br />

between returns <strong>of</strong> asset classes, which may impede retirement planning <strong>and</strong> fund<br />

allocation across investment categories. 20% <strong>of</strong> <strong>investors</strong> claimed they could not answer<br />

this question.<br />

Overall, the level <strong>of</strong> <strong>knowledge</strong> <strong>of</strong> past returns <strong>of</strong> major asset categories is abnormally<br />

low.<br />

3.2 Basic concepts related to returns<br />

Companies with strong growth <strong>of</strong>ten need funding, <strong>and</strong> seldom issue dividends. Most<br />

(81%) <strong>of</strong> the people who answered the question knew that the anticipated return from this<br />

type <strong>of</strong> company comes from the capital gain realized during resale (Table 12). A<br />

significant proportion (19%), however, estimated that most <strong>of</strong> the return will come from<br />

dividends. 78 people did not know the answer. In the total sample, 22% <strong>of</strong> respondents<br />

(403 people) did not know exactly where the return <strong>of</strong> this type <strong>of</strong> company comes from.<br />

67% <strong>of</strong> the total <strong>of</strong> 1 665 people who had an opinion correctly replied that they were not<br />

10 If the rate <strong>of</strong> return observed is 4.2%, all answers situated between 3% <strong>and</strong> 5% are considered<br />

accurate.<br />

8


certain to receive dividends in the future from a company that usually issues them (Table<br />

13). 33% <strong>of</strong> respondents therefore take it for granted, mistakenly, that dividends will be<br />

distributed in the future. A significant difference was noted between the provinces. Close<br />

to 40% <strong>of</strong> Ontario respondents were certain that dividends would be distributed versus<br />

only 26% <strong>of</strong> Quebecers. About 8% <strong>of</strong> respondents claimed they did not know the answer.<br />

Therefore only 61.52% <strong>of</strong> respondents answered this question correctly.<br />

About 19% <strong>of</strong> people admitted that they did not know whether stock market indices are<br />

influenced or not by the returns <strong>of</strong> stocks <strong>of</strong> the large companies (Table 14). More than<br />

88% <strong>of</strong> respondents who had an opinion know that stock indices are indeed influenced by<br />

the behavior <strong>of</strong> large capitalization stocks. Only 12% wrongly believe that this is not the<br />

case. The overall correct response rate was 71%.<br />

The concept <strong>of</strong> risk premium plays a central role in finance; pr<strong>of</strong>essionals use it regularly.<br />

The risk premium determines the rate <strong>of</strong> return that one can expect from the stock market.<br />

It is thus a very important element that should be considered during the <strong>financial</strong> planning<br />

process. Nearly 41% <strong>of</strong> the people surveyed did not know that the expected market return<br />

is the sum <strong>of</strong> the risk-free rate (that <strong>of</strong> government bonds) <strong>and</strong> a market risk premium<br />

(Table 15). Fewer than 30% <strong>of</strong> the respondents answered this question correctly: 31% in<br />

Ontario <strong>and</strong> 29% in Québec. The proportion <strong>of</strong> non-responses is particularly high in<br />

Ontario, at 43% versus 38% in Québec.<br />

Table 16 shows the distribution <strong>of</strong> <strong>investors</strong>’ estimates <strong>of</strong> market risk premium. Most<br />

pr<strong>of</strong>essionals <strong>and</strong> academics situate this premium at between 4% <strong>and</strong> 5% (Damodaran<br />

2010). Surprisingly, 48.3% <strong>of</strong> <strong>investors</strong> replied that they had no idea about this premium,<br />

although they manage their stocks. Fewer than 18% <strong>of</strong> the respondents provided correct<br />

answers. A large proportion <strong>of</strong> respondents who provided estimates (22%) situated this<br />

premium at higher than 8%, which is unrealistic, <strong>and</strong> 28% estimate the premium at 3% or<br />

under.<br />

It is better to buy when markets are low <strong>and</strong> sell when they are high to realize a gain.<br />

81% <strong>of</strong> <strong>investors</strong> in Québec <strong>and</strong> 70% in Ontario did not know this principle (Table 17).<br />

The difference between the two groups is significant. Only 6% <strong>of</strong> respondents were<br />

unable to answer this question.<br />

Evaluating the performance <strong>of</strong> one's portfolio regularly <strong>and</strong> rigorously is one <strong>of</strong> the<br />

conditions for proper management. This evaluation entails benchmarking the portfolio’s<br />

return against the market. The majority <strong>of</strong> <strong>investors</strong> do not benchmark their performance<br />

regularly: 53% mentioned that they do it sometimes <strong>and</strong> 25% never do it at all. Only 22%<br />

<strong>of</strong> <strong>investors</strong> do this comparison on a regular basis (Table 18). Statistically significant<br />

provincial differences were noted: 24% <strong>of</strong> Ontario <strong>investors</strong> calculate their abnormal<br />

return regularly, versus 20% <strong>of</strong> Quebecers. 57% <strong>of</strong> Quebecers sometimes do this<br />

exercise, compared with 50% <strong>of</strong> Ontarians.<br />

As a whole, the results indicate that a significant proportion <strong>of</strong> <strong>investors</strong> have major<br />

<strong>knowledge</strong> gaps pertaining to stock market returns.<br />

3.3 Notions related to risk<br />

A rarely traded security is risky because <strong>of</strong> its lack <strong>of</strong> liquidity. The premium associated<br />

with this risk, for companies listed on US exchanges, is estimated at about 3% per year<br />

9


(Liu 2006). If a liquid stock has an expected rate <strong>of</strong> return <strong>of</strong> 10% a similar but less liquid<br />

stock should comm<strong>and</strong> a rate <strong>of</strong> 13%. 11 This difference directly affects share value, a fact<br />

<strong>of</strong> which many <strong>investors</strong> seem unaware. Question 12 asked about this effect: “You have<br />

the choice between two listed stocks with the same risk level. Stock A is traded every<br />

day, while stock B is traded once a month. Stock A is selling for $10. How much would<br />

you pay for stock B?” The share price <strong>of</strong> stock B should be about $7 to $8, based on<br />

American estimates. Almost 42% <strong>of</strong> respondents gave this answer (Table 19). 31% <strong>of</strong><br />

people surveyed could not answer this question, <strong>and</strong> 23% suggested a price equal to or<br />

higher than $10. They estimate that the lack <strong>of</strong> liquidity has no effect on the value or even<br />

comm<strong>and</strong>s a premium, which is patently incorrect. There seems to be a difference<br />

between the provinces among people who have an opinion: nearly 69% <strong>of</strong> Quebecers<br />

apply this discount, compared with only 65% <strong>of</strong> Ontarians.<br />

Table 20 shows that 81% <strong>of</strong> respondents who have an opinion know that they may lose<br />

the whole amount invested in small capitalization companies listed on the Venture<br />

Exchange. We observed a statistically significant provincial difference: 78% <strong>of</strong> Ontarians<br />

answered correctly versus 71% <strong>of</strong> Quebecers. Nearly 22% <strong>of</strong> Ontario <strong>investors</strong> (29% <strong>of</strong><br />

Quebecers) think it is not possible to lose the entire amount invested in a few stocks <strong>of</strong><br />

exchange-listed small businesses or could not answer the question.<br />

The risk measure used in portfolio management is complex <strong>and</strong> refers to volatility <strong>and</strong><br />

systematic risk. We used an intuitive measure <strong>of</strong> risk--the probability <strong>of</strong> obtaining a<br />

negative return during the coming year. For each <strong>of</strong> the asset categories we estimated this<br />

proportion using historical returns: this proportion was zero for Treasury Bills between<br />

1991 <strong>and</strong> 2009, <strong>and</strong> 7% <strong>and</strong> 32% for bonds <strong>and</strong> stocks respectively. Regarding Treasury<br />

Bills, Table 21 shows that 18% <strong>of</strong> <strong>investors</strong> surveyed have no idea <strong>of</strong> the magnitude <strong>of</strong><br />

this probability. 40% <strong>of</strong> <strong>investors</strong> answered correctly (zero probability). Nonetheless,<br />

about 15% <strong>of</strong> <strong>investors</strong> estimate that this probability is above 30%. Statistically<br />

significant provincial differences were observed. 55% <strong>of</strong> Quebecers correctly estimate<br />

that this probability is 5% or under, versus 52% <strong>of</strong> Ontarians. At the other extremity <strong>of</strong><br />

the distribution, 16% <strong>of</strong> Ontarians wrongly believe that this probability is higher than<br />

30%, compared with 14% <strong>of</strong> Quebecers.<br />

Table 22 indicates a very low proportion <strong>of</strong> correct answers related to bonds (7%). 269<br />

out <strong>of</strong> 1814 respondents (15%) could not answer the question. Of <strong>investors</strong> with an<br />

opinion, 15% estimate this probability at between 6% <strong>and</strong> 30%. Most (60%) situate this<br />

probability at 5% or lower. Nonetheless, 10% think it is higher than 61%. We also noted<br />

statistically significant differences between the provinces. 48% <strong>of</strong> Quebecers wrongly<br />

estimate that this probability is zero, versus 38% <strong>of</strong> Ontarians. Bond risk seems to be<br />

poorly known, similar to bond return.<br />

The probability <strong>of</strong> obtaining a negative return by holding an index fund is generally<br />

underestimated (Table 23). 29% <strong>of</strong> respondents situate this probability at between 31%<br />

<strong>and</strong> 50%. Even by greatly exp<strong>and</strong>ing the bracket <strong>of</strong> correct answers to include the class <strong>of</strong><br />

11 If a security earns $.80 in perpetuity for a capital cost <strong>of</strong> 8%, it is worth 0.80 /0.08 = $10. If a<br />

premium for lack <strong>of</strong> liquidity <strong>of</strong> 30% raises the cost <strong>of</strong> capital from 8% to 11% per year, the value<br />

becomes: 0.8/0.13 = $6.15. The net effect on price depends on the initial assumptions, but an<br />

estimate between $6 <strong>and</strong> $8 would be accurate.<br />

10


21% to 30%, the proportion <strong>of</strong> correct answers is below 42%. Surprisingly, 35% <strong>of</strong><br />

<strong>investors</strong> who supplied an answer said that this probability was 20% or less. This trend is<br />

most common in Québec, where 39% <strong>of</strong> <strong>investors</strong> answered this way, as opposed to 31%<br />

<strong>of</strong> Ontarians. Equity risk therefore seems to be strongly undervalued.<br />

In general, approximately one investor out <strong>of</strong> two does not have a clear idea <strong>of</strong> the link<br />

between lack <strong>of</strong> liquidity <strong>and</strong> share price, <strong>and</strong> one investor out <strong>of</strong> five does not know that<br />

they could lose their entire investment if they purchase the stocks <strong>of</strong> small companies<br />

listed on the TSX Venture Exchange. Many <strong>investors</strong> largely underestimate the risks <strong>of</strong><br />

holding government bonds <strong>and</strong> stocks.<br />

3.4 Risk-return relationship<br />

Only 41% <strong>of</strong> respondents affirm the positive risk-return trade<strong>of</strong>f (Table 24). The<br />

remainder disregards this relationship or does not consider it systematic, which is<br />

incorrect. 12 This finding corroborates De Bondt’s (1998, p.840) assertion that most<br />

Americans <strong>investors</strong> deny the risk-return relationship. In Canada, 59% <strong>of</strong> <strong>investors</strong> think<br />

there is no such relationship or have no opinion on this question. The difference between<br />

Québec <strong>and</strong> Ontario <strong>investors</strong> is significant. In Québec, 47% <strong>of</strong> <strong>investors</strong> think that one<br />

can obtain a high return only if one assumes a high risk. This proportion is only 34% in<br />

Ontario. The conviction that the relationship between risk <strong>and</strong> return is not systematic<br />

also appeared during the analysis <strong>of</strong> the results <strong>of</strong> question 15 (Table 25): more than 64%<br />

<strong>of</strong> <strong>investors</strong> think that some stocks listed on the TSX are bargains, that is investments<br />

with a high return <strong>and</strong> low risk, but that these stocks are rare. If we add the <strong>investors</strong> who<br />

believe that this is true (19%), a total <strong>of</strong> 83% <strong>of</strong> <strong>investors</strong> think that the TSX <strong>of</strong>fers<br />

bargains with a high return <strong>and</strong> low risk. 7% could not answer the question. Only 10% <strong>of</strong><br />

<strong>investors</strong> know that this statement is false. 15% <strong>of</strong> Quebecers hold this view, compared<br />

with only 5% <strong>of</strong> Ontarians. This difference is statistically significant.<br />

The impact <strong>of</strong> risk on share prices was addressed in the following question (Table 26).<br />

More than 14% <strong>of</strong> the respondents did not know what impact risk would have on stocks.<br />

Only 58% <strong>of</strong> <strong>investors</strong> knew that the price <strong>of</strong> a risky stock would be lower than that <strong>of</strong> a<br />

less risky stock. The proportions <strong>of</strong> correct answers were 66% in Ontario <strong>and</strong> 51% in<br />

Québec, a statistically significant difference.<br />

To summarize, the majority (59%) <strong>of</strong> <strong>investors</strong> think there is no systematic relationship<br />

between risk <strong>and</strong> return <strong>of</strong> stocks. Nearly all <strong>investors</strong> (83%) are convinced that there are<br />

low-risk stocks that yield a high return.<br />

3.5 Diversification<br />

Diversifying a stock portfolio can eliminate a portion <strong>of</strong> the risk without decreasing the<br />

expected return. Table 27 illustrates that 82% <strong>of</strong> respondents rightly believe that this<br />

statement is true. 14% <strong>of</strong> the respondents consider this statement false. The majority <strong>of</strong><br />

<strong>investors</strong> have a clear idea <strong>of</strong> what diversification is, even if they do not fully grasp the<br />

means <strong>of</strong> applying it. The nonresponse rate is very low (4%). Fairly evident statistically<br />

12 The search for undervalued stocks, which <strong>of</strong>fer a higher return at an equal risk, is the rationale<br />

behind fund managers’ <strong>financial</strong> analysis. If they do appear, such stocks meet great dem<strong>and</strong> that<br />

increases their price, which reaffirms the risk-return relationship.<br />

11


significant differences appear between the provinces: 87% <strong>of</strong> Québec <strong>investors</strong> who<br />

answered did so correctly, as opposed to 83% <strong>of</strong> Ontarians.<br />

Basic finance textbooks set the number <strong>of</strong> stocks from different sectors required to<br />

diversify a portfolio at 20. The strict minimum is 10, if they are carefully selected to<br />

ensure they are not interrelated. 35% <strong>of</strong> Ontarians <strong>and</strong> 25% <strong>of</strong> Quebecers have no idea<br />

about the minimum number <strong>of</strong> stocks required to diversify a portfolio (Table 28). Further,<br />

35% <strong>of</strong> respondents claim that 1 to 9 stocks is sufficient. Only 35% <strong>of</strong> the respondents<br />

gave an acceptable answer, i.e. between 10 <strong>and</strong> 50 stocks, <strong>and</strong> the proportion <strong>of</strong> entirely<br />

correct answers (20 to 50 stocks) was 6%. Investing in mutual funds is a good way to<br />

diversify an equity portfolio. Table 29 shows that 218 respondents did not know this, <strong>and</strong><br />

114 thought that this statement is false. Therefore, 20% <strong>of</strong> the people surveyed did not<br />

think it is possible to diversify a stock portfolio through mutual funds. Whereas the<br />

concept <strong>of</strong> diversification seems relatively well understood, only a small proportion <strong>of</strong><br />

people surveyed know how to effectively diversify a portfolio.<br />

3.6 Investors’ <strong>financial</strong> decisions<br />

Before investing in small capitalization stocks, particularly as part <strong>of</strong> issues or<br />

placements, it is important to meticulously analyze the information about the stocks,<br />

which are <strong>of</strong>ten overvalued. Table 30 shows that 24% <strong>of</strong> people surveyed have no<br />

opinion on this question, whereas 11% found the statement false. More than one in three<br />

respondents answered this question incorrectly.<br />

Only one out <strong>of</strong> five respondents is aware there is no reliable means <strong>of</strong> systematically<br />

identifying undervalued or overvalued stocks (Table 31). The difference between<br />

provinces is significant: 89% <strong>of</strong> Ontarians that have an opinion on this question answered<br />

incorrectly, compared with 74% <strong>of</strong> Quebecers.<br />

Buying the stock <strong>of</strong> a company with negative earnings implies assuming a high level <strong>of</strong><br />

risk. Table 32 shows that nearly 42% <strong>of</strong> people surveyed consider this assertion false<br />

(444) or do not know (309). Only 58% <strong>of</strong> <strong>investors</strong> are therefore aware <strong>of</strong> the risk <strong>of</strong><br />

investing heavily in a company with negative earnings. More <strong>investors</strong> from Ontario than<br />

Quebec answered this question incorrectly: 33% <strong>of</strong> Ontarians with an opinion on the<br />

topic wrongly believed that the statement was false, as opposed to 26% <strong>of</strong> Quebecers.<br />

This difference is statistically significant.<br />

Investment decisions should be made according to overall asset allocation. The<br />

distribution <strong>of</strong> answers appears in Table 33, which shows that 32% <strong>of</strong> respondents did not<br />

answer this question correctly. 18% think that asset allocation is irrelevant. These<br />

<strong>investors</strong> consider that the main element <strong>of</strong> portfolio management is stock selection.<br />

Before buying a stock for the first time, one should analyze information related to its risk<br />

level <strong>and</strong> expected return. Panel A <strong>of</strong> Table 34 indicates that most <strong>investors</strong> perform this<br />

analysis well. However, almost 29% <strong>of</strong> <strong>investors</strong> do not consider analyzing the<br />

information important, or do not do so systematically. Panel B <strong>of</strong> Table 34 shows that<br />

30% <strong>of</strong> <strong>investors</strong> in the sample do not have <strong>financial</strong> advisors. Therefore, 70% <strong>of</strong><br />

<strong>investors</strong> who make decisions on portfolio management use the services <strong>of</strong> a <strong>financial</strong><br />

advisor. However, nearly 81% <strong>of</strong> these <strong>investors</strong> analyze the recommended stocks as<br />

closely as if they had picked them themselves, which is a sound approach.<br />

12


On average, the return obtained by mutual fund managers is below or equal to the market<br />

return, before management fees (Lortie 2011; Sundgren <strong>and</strong> Svanström 2011). Only 47%<br />

<strong>of</strong> people surveyed think this return will be below the market return (Table 35). A<br />

significant proportion (21%) <strong>of</strong> respondents could not answer the question. About 33% <strong>of</strong><br />

respondents think that the institutional investor’s return will be identical to or higher than<br />

the market’s performance.<br />

3.7 Investors’ <strong>knowledge</strong> score<br />

To summarize the results <strong>of</strong> the responses related to <strong>knowledge</strong>, we calculated<br />

<strong>knowledge</strong> scores. The details <strong>of</strong> the 28 questions used in this calculation along with the<br />

points attributed to each question are presented in Appendix 1. The total maximum score<br />

is 56 points. Our method is inspired by that used in a similar context by several<br />

researchers (Volpe et al. 2002; Lyons et al. 2007).<br />

Figure 1 illustrates the distribution <strong>of</strong> responses. The median <strong>and</strong> average score is 26 out<br />

<strong>of</strong> 56 points. The scores range from 0 to 44 points, but 50% <strong>of</strong> the scores fall between 21<br />

<strong>and</strong> 31 points. Whereas only 5% <strong>of</strong> respondents scored higher than 37, 10% <strong>of</strong><br />

respondents scored below 16. Despite the many existing programs dedicated to <strong>financial</strong><br />

education, <strong>investors</strong> obtained only an average score when their <strong>knowledge</strong> is tested. Only<br />

5% <strong>of</strong> <strong>investors</strong> received a score higher than 66%, corresponding to a passing grade in a<br />

university course.<br />

We have tried to link the scores to respondents’ characteristics. Because these<br />

characteristics are not totally independent, they will be examined simultaneously.<br />

3.8 Investors’ scores <strong>and</strong> characteristics<br />

Table 36 presents the analysis <strong>of</strong> the <strong>financial</strong> <strong>knowledge</strong> score, expressed as a<br />

percentage, according to respondents’ characteristics. The explanatory variables are<br />

defined as follows:<br />

Sex: takes the value <strong>of</strong> 1 if the respondent is male, <strong>and</strong> 0 otherwise.<br />

College: takes the value <strong>of</strong> 1 if the respondent has a college education, <strong>and</strong> 0 otherwise.<br />

University: takes the value <strong>of</strong> 1 if the respondent has a university education, <strong>and</strong> 0<br />

otherwise.<br />

Age_35_54: takes the value <strong>of</strong> 1 if the respondent is between age 35 <strong>and</strong> 54, <strong>and</strong> 0<br />

otherwise.<br />

Age_55: takes the value <strong>of</strong> 1 if the respondent is 55 or older, <strong>and</strong> 0 otherwise.<br />

Income_50_100: takes the value <strong>of</strong> 1 if the respondent's annual income is between<br />

$50,000 <strong>and</strong> $100,000, <strong>and</strong> 0 otherwise.<br />

Income_100: takes the value <strong>of</strong> 1 if the respondent's annual income is over $100,000, <strong>and</strong> 0<br />

otherwise.<br />

Québec_Eng: takes the value <strong>of</strong> 1 if the respondent is an English-speaking Quebecer, <strong>and</strong><br />

0 otherwise.<br />

Québec_French: takes the value <strong>of</strong> 1 if the respondent is a French-speaking Quebecer,<br />

<strong>and</strong> 0 otherwise.<br />

13


Most <strong>of</strong> the coefficients are statistically significant. Financial <strong>knowledge</strong> is highest for<br />

men, <strong>and</strong> the level <strong>of</strong> significance is high. A higher level <strong>of</strong> education increases the<br />

<strong>knowledge</strong> score. The reference level is the lack <strong>of</strong> college education. Holding a college<br />

diploma does not influence <strong>knowledge</strong> significantly. Nonetheless, having a university<br />

education it is very significant <strong>and</strong> positively related to <strong>knowledge</strong>. The score is 2.27<br />

percentage points higher for this investor category. High income is also positively<br />

associated with the <strong>knowledge</strong> score: the two variables associated with this dimension are<br />

statistically significant. The reference level is that <strong>of</strong> <strong>investors</strong> with income below<br />

$50,000. The group with income <strong>of</strong> between $50,000 <strong>and</strong> $100,000 has a score 1.25<br />

percentage points higher than this reference level, whereas <strong>investors</strong> with the highest<br />

income exceed the base score by 2.26 percentage points. Most <strong>of</strong> the relationships<br />

clarified are intuitive, <strong>and</strong> are in line with the results <strong>of</strong> previous studies. There seem to<br />

be differences related to language, which we cannot explain. These differences warrant<br />

more in-depth analysis.<br />

4 INVESTOR RATIONALITY<br />

In this section we examine elements related to investor behavior. Isolating each <strong>of</strong> the<br />

elements <strong>of</strong> behavioral finance calls for a rigorous protocol <strong>and</strong> the use <strong>of</strong> large samples<br />

in an experimental situation. This was not the objective <strong>of</strong> this analysis. Rather, we<br />

sought to evaluate the extent that Canadian <strong>investors</strong> are influenced by the best-known<br />

behavioral biases.<br />

4.1 Perspective theory<br />

There is ample pro<strong>of</strong> that presentation <strong>of</strong> choices influences decisions. The situation<br />

presented first will generally be overweighted relative to alternatives presented<br />

subsequently. If this is the case, the sequence <strong>of</strong> information produced on a stock,<br />

company or market may unduly influence agents’ decisions. For example, the risk factors<br />

<strong>of</strong> a prospectus are presented in order, <strong>and</strong> the main factors appear after less significant<br />

ones. To analyze the extent that risk perception is influenced by the order <strong>of</strong> presentation<br />

<strong>of</strong> information, the survey contained questions with the same answer, but whose<br />

presentation differed. Replies were interpreted in pairs. The first pair <strong>of</strong> question was as<br />

follows.<br />

“Q26 How much would you be willing to pay for a share in AB Inc. that has 1) a one in a<br />

hundred chance <strong>of</strong> generating a pr<strong>of</strong>it <strong>of</strong> $1,000, <strong>and</strong> 2) a total loss in all other cases?<br />

Q39. How much would you be willing to pay for a share in AB Inc. that has 1) a 99%<br />

chance <strong>of</strong> generating a total loss, <strong>and</strong> 2) a 1% chance <strong>of</strong> generating a $1,000 pr<strong>of</strong>it?”<br />

Question 26 presents the large gain first, whereas Question 39 begins by mentioning the<br />

total loss. Because the choices are identical, we should observe similar distributions for<br />

each <strong>of</strong> the two questions. The expected value <strong>of</strong> the lottery is $10 (i.e. 1000 x 0.01) in<br />

each case. Perfectly rational individuals should therefore <strong>of</strong>fer $10 per share. The<br />

preference for asymmetry should lead some to <strong>of</strong>fer more than this amount.<br />

Most <strong>of</strong> the respondents would not buy the lottery stock proposed, which seems to<br />

illustrate a level <strong>of</strong> risk aversion that is not observed in the small capitalization stock<br />

market (Table 37). A small proportion <strong>of</strong> respondents who had an opinion (4% to 6%<br />

depending on whether question 26 or question 39 is analyzed) appeared to prefer<br />

14


asymmetry, <strong>and</strong> <strong>of</strong>fered more than $10 for this share. Few respondents <strong>of</strong>fered the price<br />

that represents the mathematical expectation, or $10: almost 8% for Question 26 <strong>and</strong> 4%<br />

for Question 39. A sizable proportion <strong>of</strong> respondents (12% to 15%) did not know how<br />

much to <strong>of</strong>fer for such a stock. Regarding Question 26, more than half <strong>of</strong> the respondents<br />

(53%) claimed they would <strong>of</strong>fer nothing for the stock <strong>and</strong> 71% would <strong>of</strong>fer $5 or less.<br />

These proportions are higher in response to Question 39, which presents the loss first:<br />

59% <strong>of</strong> respondents would <strong>of</strong>fer nothing at all <strong>and</strong> 80% would <strong>of</strong>fer less than $5 for the<br />

stock. The order <strong>of</strong> presentation thus influences the answers, albeit to a limited extent.<br />

The second pair <strong>of</strong> answer concerns valuation <strong>of</strong> the risk <strong>of</strong> a biotechnology company<br />

when the order <strong>of</strong> presentation <strong>of</strong> risk factors is inverted. The third pair pertains to the<br />

perception <strong>of</strong> risk <strong>of</strong> the TSX Venture Exchange according to whether the winning stocks<br />

are presented first or not. In either case, the order <strong>of</strong> presentation <strong>of</strong> the information has<br />

very little influence on the answers, <strong>and</strong> we did not describe the results in detail.<br />

4.2 Availability bias<br />

We tested the proposition that <strong>investors</strong> are interested in stocks that have experienced<br />

strong variations in price, <strong>and</strong> tend to extrapolate the pattern observed. Accordingly, a<br />

stock that has yielded a high return should be preferred to a stock whose price has<br />

changed little. However, there is ample pro<strong>of</strong> that past returns are no indication <strong>of</strong> future<br />

returns.<br />

Table 38 shows that 69% <strong>of</strong> <strong>investors</strong> who answered correctly could not judge the better<br />

purchase based on the past return <strong>of</strong> two stocks. 21% <strong>of</strong> <strong>investors</strong> replied that the best<br />

stock to buy is the one that had a higher return than the market, <strong>and</strong> only 10% opted for<br />

the stock with a low return. Investors thus tend to extrapolate from a past positive return,<br />

but this attitude is not generalized. 73% <strong>of</strong> Ontarians answer correctly versus 64% <strong>of</strong><br />

Quebecers, a significant difference.<br />

4.3 Overconfidence bias<br />

Overconfidence refers to <strong>investors</strong>’ tendency to overestimate their <strong>knowledge</strong> <strong>and</strong><br />

abilities <strong>and</strong> the accuracy <strong>of</strong> their information. Overconfident agents undertake actions<br />

for which they lack the necessary skills. To estimate the presence <strong>of</strong> this effect, we first<br />

used the risk premiums established by specialists. An average realistic investor should<br />

have confidence in the average projections established by all experts <strong>and</strong> not consider<br />

them optimistic or pessimistic. This question lets us verify the coherence <strong>of</strong> the<br />

respondents’ answers. Question 9 asked <strong>investors</strong> to estimate this premium.<br />

Table 39 illustrates the results. The columns “total Ontario, total Québec <strong>and</strong><br />

total” present the distribution <strong>of</strong> answers by province, for all respondents, whereas the<br />

previous columns report the answers according to the level <strong>of</strong> risk premium estimated in<br />

Question 9. Panel A shows the number <strong>of</strong> responses <strong>and</strong> Panel B their proportion. Only<br />

110 respondents out <strong>of</strong> 1814 (6%), consider the estimated risk premium realistic <strong>and</strong><br />

therefore trust the specialists. Many respondents (43%) consider this estimate pessimistic:<br />

they feel that the market should deliver a return higher than 7%. Conversely, 27% <strong>of</strong><br />

respondents consider the estimate too optimistic. 24% <strong>of</strong> respondents did not specify<br />

whether the premium was realistic or not. Note that in Question 9, soliciting the<br />

estimation <strong>of</strong> the premium, 876 <strong>investors</strong>, or nearly half <strong>of</strong> the sample, checked the box “I<br />

15


don't know.” More respondents from Ontario than Québec admitted that they did not<br />

know the answer to this question. Surprisingly, only 4% <strong>of</strong> respondents who chose a risk<br />

premium <strong>of</strong> 3% to 4% consider the experts’ forecast realistic, even though both they <strong>and</strong><br />

the specialists arrived at the same result. The replies to various questions thus indicated<br />

incoherence. The majority <strong>of</strong> respondents who chose a higher premium consider the<br />

projection pessimistic, in line with expectations. For example, 57% <strong>of</strong> respondents<br />

estimate the premium at between 5% <strong>and</strong> 6% <strong>and</strong> consider the estimate <strong>of</strong> 3% to 4%<br />

pessimistic. However, 25% <strong>of</strong> these <strong>investors</strong> think the premium is optimistic, which is<br />

surprising. Similarly, only 38% <strong>of</strong> respondents who estimate the premium at between 0<br />

<strong>and</strong> 2% think that the estimate <strong>of</strong> 3% to 4% is optimistic, whereas one would expect to<br />

observe a percentage closer to 100%. The respondents therefore seem to have a very<br />

unclear grasp <strong>of</strong> the size <strong>of</strong> the risk premium, given that their responses vary greatly<br />

depending on the question.<br />

Questions 30 <strong>and</strong> 30a (Table 40) reflect <strong>investors</strong>’ ability to detect overvalued or<br />

undervalued stocks. As Clarke et al. (2001) note, the chances <strong>of</strong> systematically detecting<br />

over- or undervalued stocks are low, <strong>and</strong> the probability that an investor will<br />

systematically beat the market for several periods is slim. Responses are expressed in<br />

percentage <strong>of</strong> success. A r<strong>and</strong>om choice would give, on average, a rate <strong>of</strong> selection <strong>of</strong><br />

winning stocks <strong>of</strong> 50% because they represent half <strong>of</strong> the stocks available. The<br />

probability <strong>of</strong> choosing an exceptional stock would be 5% (one chance out <strong>of</strong> 20). Panel<br />

A presents the distribution <strong>of</strong> answers <strong>and</strong> Panel B the percentage <strong>of</strong> answers compared<br />

with the entire sample.<br />

Table 40 indicates a very high proportion <strong>of</strong> non-responses: more than one out <strong>of</strong> three<br />

respondents did not know the odds <strong>of</strong> selecting a winning stock, <strong>and</strong> one out <strong>of</strong> five could<br />

not specify their chances <strong>of</strong> selecting an exceptional stock. Only 17% <strong>of</strong> respondents<br />

think their chances <strong>of</strong> selecting winning stocks is identical to that <strong>of</strong> a r<strong>and</strong>om choice, at<br />

50%. Oddly, 23% <strong>of</strong> respondents indicated a lower probability <strong>of</strong> a correct choice (fewer<br />

than five winning stocks out <strong>of</strong> 10) than what chance would allow. 25% <strong>of</strong> <strong>investors</strong><br />

think they can select more than 5 winning stocks out <strong>of</strong> 10, <strong>and</strong> therefore exhibit<br />

overconfidence. This phenomenon thus seems to be relatively uncommon within the<br />

sample.<br />

Overconfidence is more evident concerning the chances <strong>of</strong> identifying exceptional stocks.<br />

Whereas we expected most <strong>of</strong> the <strong>investors</strong> to give a probability <strong>of</strong> 10% or less, only<br />

23% <strong>of</strong> respondents chose this answer. For 77% <strong>of</strong> <strong>investors</strong> surveyed, the chances <strong>of</strong><br />

detecting a winning stock are greater than 2 out <strong>of</strong> 20. These <strong>investors</strong> clearly exhibit a<br />

trend toward overconfidence. 20% <strong>of</strong> Ontarians rightly estimated that they have about a<br />

50% chance <strong>of</strong> identifying winning stocks, compared with 14% <strong>of</strong> Quebecers. In<br />

addition, 25% <strong>of</strong> Ontarians correctly estimated their chances <strong>of</strong> identifying a winning<br />

stock at 10% or less, compared with 22% <strong>of</strong> Quebecers. The interprovincial differences<br />

are significant.<br />

Valuing a startup technology stock is a complex process, with huge margins <strong>of</strong> error,<br />

even for pr<strong>of</strong>essionals. Venture capital <strong>investors</strong> <strong>of</strong>ten make costly mistakes because a<br />

significant portion <strong>of</strong> their investments fail. We attempted to determine whether <strong>investors</strong><br />

admit that it is very unlikely to obtain a high return (300% over three years) by holding<br />

such stocks. We estimated this probability at 5%. This figure was observed, for example,<br />

16


in the case <strong>of</strong> initial public <strong>of</strong>ferings <strong>and</strong> reverse takeovers between 1993 <strong>and</strong> 2003. 13 The<br />

only companies that provide a high return over three years are those that graduate from<br />

the venture exchange to the main exchange (Carpentier et al. 2010b). These highperforming<br />

companies represent less than 8% <strong>of</strong> newly listed companies. About 10% <strong>of</strong><br />

stocks in a given year consist <strong>of</strong> new listings. The probability <strong>of</strong> selecting such a winning<br />

stock can therefore be situated at between 0 <strong>and</strong> 5%.<br />

Table 41 presents the distribution <strong>of</strong> respondents’ estimated probabilities. Nearly 15% <strong>of</strong><br />

<strong>investors</strong> could not state this probability. Only 41% <strong>of</strong> <strong>investors</strong> rightly believe that this<br />

percentage is 5% or less. Half <strong>of</strong> <strong>investors</strong> therefore largely overestimate the probability<br />

<strong>of</strong> obtaining an exceptional return. On average, respondents estimate the probability <strong>of</strong><br />

obtaining an exceptional return at 14%, <strong>and</strong> 15% in Québec. Ontarians seem to be<br />

slightly less optimistic than Quebecers: 58% estimate this probability at 10% or less,<br />

compared with 54% <strong>of</strong> Quebecers. Investors thus overestimate the probability <strong>of</strong> realizing<br />

exceptional returns.<br />

We asked respondents to evaluate their skill in three important elements <strong>of</strong> portfolio<br />

management: stock selection, market trends <strong>and</strong> timing <strong>of</strong> stock buying <strong>and</strong> selling<br />

decisions. The survey structure lets us compare these opinions with skill measured by<br />

scores. Although this measure is admittedly imperfect, 14 it indicates the correct response<br />

rate to the question on <strong>knowledge</strong>, presented in Part 3. For each group <strong>and</strong> response, we<br />

recalculated the respondents’ median score. Table 42 presents the distribution <strong>of</strong> answers.<br />

Regarding stock selection, 53% <strong>of</strong> <strong>investors</strong> consider themselves competent, 28% not<br />

very competent, about 10% not competent at all, <strong>and</strong> 10% very competent (Panel A).<br />

There are nonetheless differences between the provinces: 59% <strong>of</strong> Ontarians say they are<br />

competent, compared with 47% <strong>of</strong> Quebecers, <strong>and</strong> 15% <strong>of</strong> Ontarians say they are very<br />

competent, versus 6% <strong>of</strong> Quebecers. The last column <strong>of</strong> Table 42 indicates the median<br />

distribution <strong>of</strong> the competence scores <strong>of</strong> <strong>investors</strong> in each group. In terms <strong>of</strong> stock<br />

selection, <strong>investors</strong> obtain a median score <strong>of</strong> 19 out <strong>of</strong> 38: 50% <strong>of</strong> <strong>investors</strong> score below<br />

this limit. The global level <strong>of</strong> skill measured is therefore average. The score increases as<br />

the level <strong>of</strong> perceived competence increases: <strong>investors</strong> who do not feel competent at all<br />

obtain a score <strong>of</strong> 13, whereas <strong>investors</strong> who consider themselves very competent obtain a<br />

score <strong>of</strong> 21. Note that 50% <strong>of</strong> <strong>investors</strong> who thought themselves very competent obtain a<br />

score below 21 out <strong>of</strong> 38. These <strong>investors</strong> are therefore optimistic when they judge their<br />

ability to select stocks. It is in this area that respondents feel that they are most<br />

competent.<br />

When they assess their ability to predict the overall evolution <strong>of</strong> the market, 46% <strong>of</strong><br />

<strong>investors</strong> say they are not very competent, <strong>and</strong> 19% are reportedly not competent at all<br />

(Panel B). This high proportion <strong>of</strong> respondents who do not consider themselves very<br />

competent at anticipating market trends reflects the difficulty inherent in this exercise,<br />

even for specialists. Nonetheless, 32% <strong>of</strong> respondents said they were somewhat<br />

competent, <strong>and</strong> <strong>investors</strong> from Ontario were more likely to report feeling competent than<br />

13 The probability <strong>of</strong> realizing a positive return in a given year is 43% (Carpentier <strong>and</strong> Suret<br />

2008). The probability <strong>of</strong> earning a rate <strong>of</strong> return <strong>of</strong> 300% or more one year <strong>and</strong> positive or zero<br />

returns in the two following years is therefore below 5%.<br />

14 We could not verify all the aspects <strong>of</strong> <strong>investors</strong>’ <strong>financial</strong> <strong>knowledge</strong>.<br />

17


Quebecers. This difference is statistically significant. The score obtained by all<br />

respondents is 4 out <strong>of</strong> 14, which is below the average. Median scores measured for the<br />

two groups who think they are somewhat competent or not very competent are identical.<br />

At 5, the score <strong>of</strong> <strong>investors</strong> who consider themselves very competent falls short <strong>of</strong> the<br />

average <strong>of</strong> 7 out <strong>of</strong> 14. Investors in these categories probably overestimate their abilities.<br />

Panel C <strong>of</strong> Table 42 illustrates skill at timing stock buying or selling decisions. 81% <strong>of</strong><br />

<strong>investors</strong> feel not very competent or somewhat competent at choosing the right time. The<br />

median score obtained by <strong>investors</strong> is 10 out <strong>of</strong> 18, or slightly above the average.<br />

Investors who consider themselves most competent did not obtain a better score than<br />

<strong>investors</strong> in the other groups (except for those who thought they were not at all<br />

competent).<br />

In general, <strong>investors</strong> thought they were more skilled than they actually were based on our<br />

estimators. However, only a small minority <strong>of</strong> respondents said they were very<br />

competent. They represent only 3.42% <strong>of</strong> the sample. However, the scores obtained did<br />

not indicate that these <strong>investors</strong> are particularly skilled.<br />

Investors affected by the overconfidence bias think they can outperform the market<br />

return. To measure the extent <strong>of</strong> this bias among the <strong>investors</strong>, we asked respondents to<br />

forecast the return <strong>of</strong> individual <strong>investors</strong> given a specific projection <strong>of</strong> the index return,<br />

along with the return <strong>of</strong> their own portfolio.<br />

We report the variance directly:<br />

- The Investor-Market Gap (IMG) is the difference between the respondents’ estimated<br />

return for all <strong>investors</strong> <strong>and</strong> that <strong>of</strong> the market. Analyses conducted on various markets<br />

indicate that the average return <strong>of</strong> individual <strong>investors</strong> is below that <strong>of</strong> the market<br />

(Barber <strong>and</strong> Odean 2000b).<br />

- The Respondent-Investor Gap (RIG) is the difference between the return respondents<br />

expected on their own portfolio, <strong>and</strong> what they expect for individual <strong>investors</strong> overall.<br />

- The Respondent-Market Gap (RMG) is the difference between the expected return on<br />

the respondent’s portfolio <strong>and</strong> the market return.<br />

Table 43 reports the distribution <strong>of</strong> these gaps for each group <strong>of</strong> respondents in both<br />

provinces. Over 39% <strong>of</strong> respondents consider that overall, individual <strong>investors</strong> will<br />

realize a return 300 basis points or more below the market (IMG indicator). If we add the<br />

18% <strong>of</strong> <strong>investors</strong> who consider that this gap will be less than 100 or 200 basis points to<br />

that number, almost 57% <strong>of</strong> respondents think that individuals will realize returns below<br />

that <strong>of</strong> the market. About 22% <strong>of</strong> respondents think that individual <strong>investors</strong> will obtain a<br />

return equal to or higher than that <strong>of</strong> the market. More than 21% <strong>of</strong> respondents could not<br />

answer this question. The RIG indicator shows that 18% <strong>of</strong> <strong>investors</strong> estimate that their<br />

own portfolio will generate a return identical to that projected for all <strong>investors</strong>. However,<br />

a very large proportion (45%) <strong>of</strong> <strong>investors</strong> think that their own portfolio will earn a better<br />

return than that <strong>of</strong> their peers. About 63% <strong>of</strong> <strong>investors</strong> therefore believe they can attain a<br />

return at least equivalent to that <strong>of</strong> other individual <strong>investors</strong>. Only 15% <strong>of</strong> respondents<br />

think they will obtain a lower return than that <strong>of</strong> their peers. A statistically significant<br />

difference was observed between the provinces: many more Ontarians (65%) than<br />

Quebecers (60%) think they can attain a return identical to or better than their peers.<br />

Respondents therefore consider themselves more skilled than their peers.<br />

18


Table 43 illustrates that 78% <strong>of</strong> <strong>investors</strong> think they can obtain a return less than or equal<br />

to what they would obtain on the market or simply could not answer the question (RMG<br />

indicator). It is surprising to observe that <strong>of</strong> the 1814 people surveyed who personally<br />

manage their portfolios, only 401, or slightly more than 22%, expect to achieve a return<br />

higher than the indices. 11% <strong>of</strong> respondents say that this difference in their favor would<br />

be 300 basis points or more. One third <strong>of</strong> the <strong>investors</strong> who answered this question (517<br />

out <strong>of</strong> 1550) think that their return will be below that <strong>of</strong> the market by at least 300 basis<br />

points. Yet they persist in managing their own portfolios even though they anticipate<br />

returns below those <strong>of</strong> the indices, returns that they could attain through mutual funds by<br />

paying management fees.<br />

Table 44 compares the RMV indicator, namely the difference between the return<br />

<strong>investors</strong> expected on their portfolio <strong>and</strong> that <strong>of</strong> the market, <strong>and</strong> the global median score<br />

<strong>of</strong> <strong>financial</strong> <strong>knowledge</strong>. Respondents who think they can obtain precisely the market<br />

return with their own portfolio obtain an average score <strong>of</strong> 28 out <strong>of</strong> 56. Those who think<br />

they can obtain less than the market by a gap <strong>of</strong> 300 basis points or more receive a score<br />

below 26 out <strong>of</strong> 56. Although the score is lower, the difference is minor. Respondents<br />

who think they can outperform the market by 300 basis points or more obtain a score <strong>of</strong><br />

27 out <strong>of</strong> 56, barely higher than the category discussed above <strong>and</strong> worse than respondents<br />

who think they can perform as well as the market. In general, we did not notice a<br />

significant relationship between skill measured <strong>and</strong> <strong>investors</strong>’ anticipated return. Those<br />

who anticipate high returns therefore probably overestimate their abilities.<br />

4.4 Self Attribution<br />

The concept <strong>of</strong> self attribution is translated by the fact that <strong>investors</strong> attribute their poor<br />

decisions to external factors <strong>and</strong> their sound decision to their skill. It also prompts<br />

individual <strong>investors</strong> to buy <strong>and</strong> sell stocks very frequently. The return on individual<br />

portfolios is generally inversely related to transaction frequency.<br />

Table 45 shows that 64% <strong>of</strong> <strong>investors</strong> know that it is not necessary to trade frequently to<br />

generate a high return. 26% <strong>of</strong> respondents think this is true <strong>and</strong> 11% don't know. Nearly<br />

36% <strong>of</strong> respondents therefore do not know that it is useless to trade very frequently. We<br />

observed significant statistical differences between the provinces: 73% <strong>of</strong> Ontarians<br />

replied correctly that the statement is false, versus 54% <strong>of</strong> Quebecers.<br />

Table 46 illustrates that the majority <strong>of</strong> respondents attribute the poor performance <strong>of</strong><br />

their worst investment to economic circumstances <strong>and</strong> the market (37%), followed by<br />

insufficient analysis at time <strong>of</strong> purchase (29%) <strong>and</strong> mistakes by management (23%). A<br />

small number <strong>of</strong> respondents don't know (6%) or attribute this return to bad luck (5%).<br />

Sizable provincial differences were noted. More Quebecers (42%) than Ontarians (32%)<br />

attribute the paltry performance <strong>of</strong> their investments to economic circumstances. 27% <strong>of</strong><br />

Ontarians (19% <strong>of</strong> Quebecers) blame poor management.<br />

If the concept <strong>of</strong> blindness were to prevail in our sample, respondents would be most<br />

likely to give themselves credit for their best investment, <strong>and</strong> blame their worst<br />

investment on economic circumstances or other factors. Table 47 shows that this is not<br />

the case. Only 21% <strong>of</strong> respondents attribute their good performance to their own<br />

analysis, compared with 29% when asked about their worst investment. The most<br />

frequently cited cause <strong>of</strong> good performance <strong>of</strong> their investments is economic<br />

19


circumstances <strong>and</strong> the market (37%), followed by good management. Significant<br />

provincial differences appeared. Economic circumstances were mentioned more <strong>of</strong>ten by<br />

Quebecers (42%) than Ontarians (33%) <strong>and</strong> good management is a more frequent cause<br />

<strong>of</strong> good returns for Ontarians (35%) than for Quebecers (24%).<br />

4.5 Preference for lottery stocks<br />

If they allow <strong>investors</strong> to realize a very large return (stock B) or an exceptional return<br />

(stock C) at a higher risk (<strong>and</strong> therefore a lower expected return), stocks B <strong>and</strong> C have the<br />

characteristics <strong>of</strong> a lottery stock. Do <strong>investors</strong> prefer these types <strong>of</strong> stocks? According to<br />

the results presented in Table 48, 66% <strong>of</strong> respondents prefer to hold an investment that<br />

<strong>of</strong>fers 6% with certainty. About one-quarter <strong>of</strong> respondents prefer to hold stocks that let<br />

them obtain a very high return (400%) at the price <strong>of</strong> a lower expected return (which falls<br />

to 5.41%). A small number <strong>of</strong> respondents (5%) prefer to buy a stock that lets them<br />

obtain an exceptional return. In total, 29%, or about one out <strong>of</strong> three respondents, choose<br />

a lottery type stock. Provincial differences were noted: more Quebecers (32%) than<br />

Ontarians (26%) would purchase lottery stocks.<br />

4.6 Familiarity bias<br />

A familiarity bias leads individuals to think they can better control what they know more<br />

about. To manage risk, good <strong>knowledge</strong> <strong>of</strong> a limited number <strong>of</strong> stocks is preferable to<br />

diversification. We asked <strong>investors</strong> if it is more risky to invest in a small listed company<br />

with sales <strong>of</strong> a few million dollars, whose products, management team <strong>and</strong> projects are<br />

known, or in a large company included in a stock index. It is much riskier to invest in the<br />

small company, which presents more operating risk <strong>and</strong> much higher <strong>financial</strong> risk than a<br />

large firm.<br />

Table 49 indicates that only 6% <strong>of</strong> respondents had no opinion on this topic. 35% <strong>of</strong><br />

respondents said that investing in the small company would be riskier or much riskier<br />

than investing in the large one. 34% consider the risks similar <strong>and</strong> 24% <strong>of</strong> <strong>investors</strong> said<br />

it is less or much less risky to invest in a small known company than in a large one.<br />

Provincial distribution shows that 62% <strong>of</strong> Quebecers think the risk <strong>of</strong> investing in the<br />

small company is less than or similar to that <strong>of</strong> investing in a large one, compared with<br />

55% <strong>of</strong> Ontarians. The difference is statistically significant. Investors therefore seem to<br />

consider knowing the business project very important, considering it a major element in<br />

risk reduction.<br />

Table 50 shows that only 56% <strong>of</strong> the respondents prefer a diversified portfolio <strong>of</strong> stocks<br />

<strong>of</strong> large companies to a portfolio containing small-company stocks. In total, 44% <strong>of</strong><br />

respondents could not choose the less risky portfolio: a large proportion (38%) <strong>of</strong><br />

respondents chose the portfolio containing a very small number <strong>of</strong> known stocks, <strong>and</strong> 6%<br />

did not know which portfolio to choose. A sizable proportion <strong>of</strong> <strong>investors</strong> therefore suffer<br />

from familiarity bias. This trend is more evident in Ontario (40%) than in Québec (35%).<br />

The difference is statistically significant.<br />

Table 51 shows that 79% <strong>of</strong> respondents did not use any documentation to reply to the<br />

questionnaire. About 15% <strong>of</strong> the people surveyed use the Internet <strong>and</strong> 5% another source.<br />

Nearly 2% used two sources <strong>of</strong> information (Internet <strong>and</strong> one other source). More<br />

20


Quebecers (26%) than Ontarians (17%) used at least one source <strong>of</strong> information to<br />

complete the survey. The difference is statistically significant.<br />

CONCLUSION<br />

Overall, the survey evaluated the <strong>knowledge</strong> <strong>of</strong> individuals who manage their own stock<br />

portfolios. We thus estimated their <strong>knowledge</strong> scores, which are generally mediocre.<br />

Only 5% <strong>of</strong> individual managers scored higher than 66%. The vast majority obtain a<br />

score between 40% <strong>and</strong> 57%. Major gaps appear regarding <strong>knowledge</strong> <strong>of</strong> risk <strong>and</strong> return<br />

<strong>of</strong> asset categories. Knowledge <strong>of</strong> past returns <strong>of</strong> asset categories is abnormally poor.<br />

The survey also measured the extent that behavioral biases identified in previous works<br />

affect Canadian <strong>investors</strong>. The main result <strong>of</strong> the study is that <strong>investors</strong> are generally<br />

unaware <strong>of</strong> gaps in their <strong>financial</strong> <strong>knowledge</strong>. However, they indirectly recognize these<br />

gaps by expecting to achieve returns below than or equal to those <strong>of</strong> the market index.<br />

Overvaluation <strong>of</strong> skill has a marked effect on stock selection. Combined with a<br />

preference for risky stocks, this overconfidence is worrisome. It is consistent with the<br />

very poor performance observed on small capitalization markets in Canada. These<br />

observations have important implications for investor literacy programs. Most <strong>of</strong> the<br />

programs seem designed for people who want to improve their <strong>knowledge</strong>. If <strong>investors</strong><br />

are unaware <strong>of</strong> their gaps, it is unlikely that such programs can fully achieve their<br />

objectives. Efforts are therefore required to allow <strong>investors</strong> to judge their level <strong>of</strong><br />

<strong>financial</strong> <strong>knowledge</strong> objectively <strong>and</strong> improve that <strong>knowledge</strong>.<br />

Our results have implications in public policy, particularly as part <strong>of</strong> the debate<br />

surrounding the creation <strong>of</strong> group retirement savings mechanisms: most <strong>of</strong> the funds<br />

managed by individuals surveyed are included in self-directed RRSPs. Poor investor<br />

<strong>knowledge</strong> <strong>and</strong> bias could undermine returns.<br />

Overall, Québec <strong>and</strong> Ontario <strong>investors</strong> have poor <strong>financial</strong> <strong>knowledge</strong>, despite the many<br />

programs dedicated to <strong>financial</strong> education. We did not detect the presence <strong>of</strong> very<br />

important biases in the investor population, except concerning overestimation <strong>of</strong> their<br />

skill. This behavioral bias may hinder efforts to reinforce <strong>investors</strong>’ <strong>financial</strong> <strong>knowledge</strong>.<br />

If they think they are skilled, <strong>investors</strong> may not see the need to train further. Gaps noted<br />

between English <strong>and</strong> French speakers, in favor <strong>of</strong> the latter, warrant complementary<br />

analyses. It also seems important to try to determine why <strong>investors</strong> manage their stocks<br />

themselves even if they expect a return below that <strong>of</strong> the indices, which they could<br />

approach or achieve using mutual funds or specialized services.<br />

21


TABLES AND FIGURES<br />

Table 1 Provincial distribution <strong>of</strong> respondents by employment status<br />

Ontario % Québec % Total %<br />

Employed full-time (> 30 hours per week) 440 48.19 431 47.84 871 48.02<br />

Employed part-time (


Table 4 Q1a. How are your <strong>financial</strong> assets allocated in terms <strong>of</strong> percentage <strong>of</strong> value <strong>of</strong><br />

your portfolio (excluding real estate)?<br />

Ontario Québec Total Test t<br />

Average percentage <strong>of</strong> asset category<br />

Shares <strong>of</strong> large companies listed on the stock exchange<br />

(from market indices such as S&P/TSX 300 or similar)<br />

Shares <strong>of</strong> smaller companies listed on the stock<br />

exchange<br />

Mutual funds or similar vehicles: Exchange-Traded<br />

Funds (ETF) for example<br />

42.0<br />

21.5<br />

44.3<br />

25.6<br />

43.1<br />

23.5<br />

-1.76<br />

38.4 37.2 37.9 0.88<br />

*<br />

-2.79 ***<br />

Fixed income (e.g. bonds, guaranteed investment<br />

certificates)<br />

28.5 31.4 30.0 -2.13 **<br />

Other, please specify 22.5 30.4 26.2 -2.15 **<br />

Median percentage <strong>of</strong> asset category<br />

Shares <strong>of</strong> large companies listed on the stock exchange<br />

(from market indices such as S&P/TSX 300 or similar)<br />

Shares <strong>of</strong> smaller companies listed on the stock<br />

exchange<br />

Mutual funds or similar vehicles: Exchange-Traded<br />

Funds (ETF) for example<br />

40.0 40.0 40.0<br />

15.0 19.0 15.0<br />

31.0 30.0 30.0<br />

Fixed income (e.g. bonds, guaranteed investment<br />

certificates)<br />

25.0 25.0 25.0<br />

Other, please specify 17.0 20.0 20.0<br />

23


Table 5 Q1b. What is the approximate total value <strong>of</strong> all <strong>of</strong> the <strong>financial</strong> assets in your investment portfolio,<br />

(excluding real estate)?<br />

Ontario Québec Total<br />

Panel A: Descriptive statistics<br />

Mean Median Mean Median Mean Median T test<br />

in $ 552 363 250 000 301 296 140 000 426 554 200 000 4.92 ***<br />

Panel B: Distribution by asset class<br />

Cumulative<br />

Cumulative<br />

Cumulative<br />

# % % # % % # % %<br />

$500,000 160 23.49 100.00 96 14.04 100.00 256 18.75 100.00<br />

Total 681 100.00 684 100.00 1365 100.00<br />

Chi 2 55.39***<br />

Not available 232 217 449<br />

Total 913 901 1814<br />

Table 6 Q1c. How many stocks are there in your investment portfolio for each <strong>of</strong><br />

the following <strong>financial</strong> asset classes? (For example, if I hold 200 shares <strong>of</strong> large<br />

company A, 500 <strong>of</strong> large company B <strong>and</strong> 50 <strong>of</strong> large company C, the number <strong>of</strong><br />

stocks <strong>of</strong> large companies is 3). Number <strong>of</strong> stocks <strong>of</strong> large companies listed on the<br />

stock exchange (from market indices such as S&P/TSX 300 or similar):<br />

Class Ontario Québec Total<br />

# %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

1 - 2 188 27.05 27.05 101 21.91 21.91 289<br />

3 - 4 114 16.40 43.45 76 16.49 38.39 190<br />

5 - 6 116 16.69 60.14 71 15.40 53.80 187<br />

7 - 8 55 7.91 68.06 32 6.94 60.74 87<br />

9 - 15 104 14.96 83.02 69 14.97 75.70 173<br />

16 - 20 39 5.61 88.63 34 7.38 83.08 73<br />

21 - 25 22 3.17 91.80 15 3.25 86.33 37<br />

26 or more 57 8.20 100.00 63 13.67 100.00 120<br />

Total 695 100.00 461 100.00 1156<br />

Chi 2 12.91*<br />

Median 5 6 5<br />

* significant at 10% level<br />

24


Table 7 Q1c. How many stocks are there in your investment portfolio for each<br />

<strong>of</strong> the following <strong>financial</strong> asset classes? (For example, if I hold 200 shares <strong>of</strong><br />

large company A, 500 <strong>of</strong> large company B <strong>and</strong> 50 <strong>of</strong> large company C, the<br />

number <strong>of</strong> stocks <strong>of</strong> large companies is 3). Number <strong>of</strong> stocks <strong>of</strong> smaller<br />

companies listed on the stock market:<br />

Class Ontario Québec Total<br />

# %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

1 - 2 131 32.75 32.75 71 25.91 25.91 202<br />

3 - 4 87 21.75 54.50 60 21.90 47.81 147<br />

5 - 6 75 18.75 73.25 50 18.25 66.06 125<br />

7 - 8 22 5.50 78.75 13 4.74 70.80 35<br />

9 - 15 53 13.25 92.00 41 14.96 85.77 94<br />

16 – 20 12 3.00 95.00 12 4.38 90.15 24<br />

21 - 25 4 1.00 96.00 6 2.19 92.34 10<br />

26 or more 16 4.00 100.00 21 7.66 100.00 37<br />

Total 400 100.00 274 100.00 674<br />

Chi 2 9.48<br />

Median 5 4 4.5<br />

Table 8 Q5a. In your opinion, what has the average annual rate <strong>of</strong> return been for the<br />

following investment portfolio since 1991? A portfolio made up entirely <strong>of</strong> Canadian<br />

Treasury Bills. The correct answer is 4.2%.<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

1% 53 9.22 9.22 57 9.79 9.79 110<br />

2% 68 11.83 21.04 86 14.78 24.57 154<br />

3% 123 21.39 42.43 121 20.79 45.36 244<br />

4% 88 15.30 57.74 93 15.98 61.34 181<br />

5% 88 15.30 73.04 82 14.09 75.43 170<br />

6% 45 7.83 80.87 45 7.73 83.16 90<br />

7% 33 5.74 86.61 29 4.98 88.14 62<br />

8% 26 4.52 91.13 21 3.61 91.75 47<br />

9% - 10% 25 4.35 95.48 21 3.61 95.36 46<br />

11% - 16% or more 26 4.52 100.00 27 4.64 100.00 53<br />

575 100.00 582 100.00 1157<br />

Chi 2 3.73<br />

Median 4% 4% 4%<br />

mean 4.65% 4.45%<br />

4.55%<br />

I don’t know 338 319<br />

657<br />

Total 913 901 1 814<br />

25


Table 9 Q5b. In your opinion, what has the average annual rate <strong>of</strong> return been for the<br />

following investment portfolio since 1991? A portfolio made up entirely <strong>of</strong> long-term<br />

Canadian Government Bonds. The correct answer is 10.40%.<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

1% 56 9.49 9.49 59 10.23 10.23 115<br />

2% 54 9.15 18.64 47 8.15 18.37 101<br />

3% 89 15.08 33.73 98 16.98 35.36 187<br />

4% 97 16.44 50.17 110 19.06 54.42 207<br />

5% 118 20.00 70.17 97 16.81 71.23 215<br />

6% 64 10.85 81.02 48 8.32 79.55 112<br />

7% 35 5.93 86.95 36 6.24 85.79 71<br />

8% 29 4.92 91.86 28 4.85 90.64 57<br />

9% 9 1.53 93.39 11 1.91 92.55 20<br />

10% 13 2.20 95.59 20 3.47 96.01 33<br />

11% 6 1.02 96.61 9 1.56 97.57 15<br />

12% - 15% 10 1.69 98.31 8 1.39 98.96 18<br />

16% or more 10 1.69 100.00 6 1.04 100.00 16<br />

590 100.00 577 100.00 1167<br />

Chi 2 9.55<br />

Median 4% 4% 4%<br />

Mean 4.81% 4.75% 4.78%<br />

I don’t know 323 324 647<br />

Total 913 901 1 814<br />

26


Table 10 Q5c. In your opinion, what has the average annual rate <strong>of</strong> return been for the<br />

following investment portfolio since 1991? A portfolio that mirrors the S&P/TSX<br />

composite index. The correct answer is 11.3%.<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

1% - 2% 27 4.19 4.19 27 4.53 4.53 54<br />

3% - 4% 26 4.04 8.23 53 8.89 13.42 79<br />

5% 50 7.76 15.99 48 8.05 21.48 98<br />

6% 61 9.47 25.47 47 7.89 29.36 108<br />

7% 61 9.47 34.94 60 10.07 39.43 121<br />

8% 107 16.61 51.55 99 16.61 56.04 206<br />

9% 52 8.07 59.63 60 10.07 66.11 112<br />

10% 82 12.73 72.36 69 11.58 77.68 151<br />

11% 26 4.04 76.40 20 3.36 81.04 46<br />

12% 44 6.83 83.23 23 3.86 84.90 67<br />

13 - 15% 29 4.50 87.73 32 5.37 90.27 61<br />

16% or more 79 12.27 100.00 58 9.73 100.00 137<br />

644 100.00 596 100.00 1240<br />

Chi 2 22.00**<br />

Median 8.00% 8.00% 8.00%<br />

Mean 9.01% 8.50% 8.76%<br />

I don’t know 269 305 574<br />

Total 913 901 1 814<br />

** significant at 5% level<br />

Table 11 Q7.3 During long periods (<strong>of</strong> several years), the return from the overall<br />

bond market (<strong>of</strong>ten referred to as the Bond Universe) can be equal to or higher<br />

than that <strong>of</strong> stocks.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 401 54.56 369 51.18 770 52.88<br />

False 334 45.44 352 48.82 686 47.12<br />

Total 735 100.00 721 100.00 1456 100.00<br />

Chi 2 1.67<br />

I don’t know 178 180 358<br />

Total 913 901 1814<br />

27


Table 12 Q6. Today I buy a share in a fast-growing small business for $10. I hope to<br />

obtain a return <strong>of</strong> 15% within three years. This expected return will primarily come from:<br />

Ontario Québec Total<br />

# % # % # %<br />

Dividends I will receive 161 18.19 164 19.27 325 18.72<br />

The pr<strong>of</strong>it I expect to make in three years<br />

when I sell the share 724 81.81 687 80.73 1411 81.28<br />

Total 885 100.00 851 100.00 1736 100.00<br />

Chi 2 0.33<br />

I don’t know 28 50 78<br />

Total 913 901 1814<br />

Table 13 Q7.0 Today I buy a share for $15 in a company that's listed on the<br />

stock market <strong>and</strong> that usually pays dividends. I will definitely receive these<br />

dividends in the future.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 327 39.64 222 26.43 549 32.97<br />

False 498 60.36 618 73.57 1116 67.03<br />

Total 825 100.00 840 100.00 1665 100.00<br />

Chi 2 32.85***<br />

I don’t know 88 61 149<br />

Total 913 901 1814<br />

Table 14 Q7.1 Stock market indices are generally calculated using a weighted<br />

average based on market capitalization. These indices are therefore greatly<br />

influenced by the return <strong>of</strong> stocks <strong>of</strong> the largest companies.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 651 89.67 645 87.04 1296 88.34<br />

False 75 10.33 96 12.96 171 11.66<br />

Total 726 100.00 741 100.00 1467 100.00<br />

Chi 2 2.45<br />

I don’t know 187 160 347<br />

Total 913 901 1814<br />

28


Table 15 Q7.2 The expected market return is the sum <strong>of</strong> the risk-free rate (for<br />

example, that <strong>of</strong> 10-year government bonds) <strong>and</strong> the market risk premium.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 282 54.65 260 46.76 542 50.56<br />

False 234 45.35 296 53.24 530 49.44<br />

Total 516 100.00 556 100.00 1072 100.00<br />

Chi 2 6.66***<br />

I don’t know 397 345 742<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 16 Q9. How much is the current market risk premium (in other words, the<br />

anticipated gap between the expected return <strong>of</strong> the stock market index <strong>and</strong> that <strong>of</strong><br />

government bonds)?<br />

Ontario Québec Total<br />

# % # % # % Cumulative %<br />

0 - 2% 66 13.95 64 13.76 130 13.9 13.9<br />

3% 65 13.74 66 14.19 131 14.0 27.8<br />

4% 67 14.16 56 12.04 123 13.1 40.9<br />

5% 100 21.14 100 21.51 200 21.3 62.3<br />

6% - 7% 71 15.01 76 16.34 147 15.7 77.9<br />

8% - 9% 36 7.61 45 9.68 81 8.6 86.6<br />

10% or more 68 14.38 58 12.47 126 13.4 100.0<br />

Total 473 100.00 465 100.00 938 100.0<br />

Chi 2 2.92<br />

Mean 5.5 5.5 5.5<br />

Median 5 5 5<br />

I don’t know 440 48.19 436 48.39 876 48.29<br />

Total 913 901 1814<br />

29


Table 17 Q7.4 A good investment strategy is to buy stocks when markets are<br />

rising <strong>and</strong> sell stocks when markets are falling.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 214 25.12 131 15.27 345 20.18<br />

False 638 74.88 727 84.73 1365 79.82<br />

Total 852 100.00 858 100.00 1710 100.00<br />

Chi 2 25.75***<br />

I don’t know 61 43 104<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 18 Q8. To determine if my stock portfolio contains good investments, I<br />

compare the return <strong>of</strong> my portfolio with the return <strong>of</strong> a market index (for<br />

example the S&P/TSX 60):<br />

Ontario Québec Total<br />

# % # % # %<br />

Regularly 221 24.21 178 19.76 399 22.00<br />

Sometimes 456 49.95 513 56.94 969 53.42<br />

Never 236 25.85 210 23.31 446 24.59<br />

Total 913 100.00 901 100.00 1814 100.00<br />

Chi 2 9.42***<br />

*** Significant at 1% level<br />

Table 19 Q.12 You have the choice between two listed stocks with the same risk level. Stock A<br />

is traded every day, while stock B is traded once a month. Stock A is selling for $10. How<br />

much would you pay for stock B?<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

$7 243 39.45 39.45 243 38.57 38.57 486 39.00 39.00<br />

$8 121 19.64 59.09 153 24.29 62.86 274 21.99 61.00<br />

$9 39 6.33 65.42 37 5.87 68.73 76 6.10 67.09<br />

$10 169 27.44 92.86 132 20.95 89.68 301 24.16 91.25<br />

$11 to $13 44 7.14 100.00 65 10.32 100.00 109 8.75 100.00<br />

Total 616 100.00 630 100.00 1246 100.00<br />

Chi 2 12.28**<br />

I don’t know 297 271 568<br />

Total 913 901 1814<br />

30


Table 20 Q7.5 If my whole portfolio consists <strong>of</strong> a few stocks <strong>of</strong> small businesses<br />

listed on the TSX Venture Exchange, I could lose the total invested amount:<br />

Ontario Québec Total<br />

# % # % # %<br />

True 715 84.42 636 77.66 1351 81.09<br />

False 132 15.58 183 22.34 315 18.91<br />

Total 847 100.00 819 100.00 1666 100.00<br />

Chi 2 12.41***<br />

I don’t know 66 82 148<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 21 Q17a. In your opinion, what is the probability <strong>of</strong> having a negative return next year if you<br />

are invested solely in Treasury Bills?<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

% # %<br />

31<br />

Cumulative<br />

%<br />

0% 328 43.73 43.73 391 52.41 52.41 719 48.06 48.06<br />

1% - 5% 143 19.07 62.80 105 14.08 66.49 248 16.58 64.64<br />

6 %- 10% 59 7.87 70.67 48 6.43 72.92 107 7.15 71.79<br />

11% - 30% 70 9.33 80.00 80 10.72 83.65 150 10.03 81.82<br />

31% - 60% 71 9.47 89.47 65 8.71 92.36 136 9.09 90.91<br />

61% - 100% 79 10.53 100.00 57 7.64 100.00 136 9.09 100.00<br />

Total 750 100.00 746 100.00 1496 100.00<br />

Chi 2 16.95***<br />

I don’t know 163 155 318<br />

Mean 16.9% 13.6% 15.2%<br />

Median 1% 0% 1%<br />

Total 913 901 1814<br />

*** Significant at 1% level


Table 22 Q17b. In your opinion, what is the probability <strong>of</strong> having a negative return next year if you<br />

are invested solely in long-term government bonds?<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

0% 298 37.96 37.96 361 47.50 47.50 659 42.65 42.65<br />

1% - 5% 151 19.24 57.20 121 15.92 63.42 272 17.61 60.26<br />

6 %- 10% 67 8.54 65.73 52 6.84 70.26 119 7.70 67.96<br />

11% - 30% 46 5.86 71.59 59 7.76 78.03 105 6.80 74.76<br />

31% - 60% 138 17.58 89.17 111 14.61 92.63 249 16.12 90.87<br />

61% - 100% 85 10.83 100.00 56 7.37 100.00 141 9.13 100.00<br />

Total 785 100.00 760 100.00 1545 100.00<br />

Chi 2 21.33***<br />

Mean 18.3% 14.2% 16.3%<br />

Median 4% 1% 2%<br />

I don’t know 128 141 269<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 23 Q17c. In your opinion, what is the probability <strong>of</strong> having a negative return next year if you<br />

are invested solely in stocks <strong>of</strong> the S&P/TSX index?<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

0 - 10% 136 17.17 17.17 169 22.78 22.78 305 19.88 19,88<br />

11% - 20% 113 14.27 31.44 121 16.31 39.08 234 15.25 35,14<br />

21% - 30% 115 14.52 45.96 112 15.09 54.18 227 14.80 49,93<br />

31% - 50% 289 36.49 82.45 234 31.54 85.71 523 34.09 84,03<br />

51% - 70% 69 8.71 91.16 61 8.22 93.94 130 8.47 92,50<br />

71% - 100% 70 8.84 100.00 45 6.06 100.00 115 7.50 100,00<br />

Total 792 100.00 742 100.00 1534 100.00<br />

Chi 2 13.98**<br />

I don’t know 121 159 280<br />

mean 36.7% 32.4% 34.6%<br />

median 34% 30% 31%<br />

Total 913 901 1814<br />

** Significant at 5% level<br />

32


Table 24 Q14. A higher return can be obtained only by taking a greater risk:<br />

Ontario Québec Total<br />

# % # % # %<br />

True 313 34.86 424 48.07 737 41.40<br />

False 154 17.15 83 9.41 237 13.31<br />

It’s not systematic… a 431 48.00 375 42.52 806 45.28<br />

Total 898 100.00 882 100.00 1780 100.00<br />

Chi 2 41.74***<br />

I don’t know 15 19 34<br />

Total 913 901 1814<br />

a It's not systematic – it depends on one's <strong>knowledge</strong> <strong>of</strong> stocks<br />

*** Significant at 1% level<br />

Table 25 Q15. On the TSX, it is possible to find shares that are “great deals”; that is,<br />

investments that combine a high return <strong>and</strong> a low risk:<br />

Ontario Québec Total<br />

# % # % # %<br />

True 229 26.32 114 13.97 343 20.34<br />

True but very rare 596 68.51 569 69.73 1165 69.10<br />

False 45 5.17 133 16.30 178 10.56<br />

Total 870 100.00 816 100.00 1686 100.00<br />

Chi 2 81.04***<br />

I don’t know 43 85 128<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

33


Table 26 Q16. The expected future cash flows <strong>of</strong> companies A <strong>and</strong> B are identical, but<br />

company A is riskier than company B. The share price for company A would therefore<br />

be:<br />

Ontario Québec Total<br />

# % # % # %<br />

Higher than the share price<br />

for company B<br />

The same as the share price<br />

for company B because the<br />

expected cash flows are<br />

107 13.24 167 22.36 274 17.62<br />

identical<br />

Lower than the share price<br />

101 12.50 125 16.73 226 14.53<br />

for company B 600 74.26 455 60.91 1055 67.85<br />

Total 808 100.00 747 100.00 1555 100.00<br />

Chi 2 33.28***<br />

I don’t know 105 154 259<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 27 Q18. By diversifying a stock portfolio, you can partly eliminate<br />

the risk without lowering your goals in terms <strong>of</strong> return:<br />

Ontario Québec Total<br />

# % # % # %<br />

True 724 82.93 756 87.20 1480 85.06<br />

False 79 9.05 76 8.77 155 8.91<br />

That’s impossible 70 8.02 35 4.04 105 6.03<br />

Total 873 100.00 867 100.00 1740 100.00<br />

Chi 2 13.00***<br />

I don’t know 40 34 74<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

34


Table 28 Q19. To diversify a stock portfolio properly, what is the minimum number <strong>of</strong><br />

stocks belonging to different sectors (in equal proportions) that you need?<br />

Ontario Québec Total<br />

# % # % # %<br />

1 to 9 318 53.18 318 47.04 636 49.92<br />

10 to 20 235 39.30 302 44.67 537 42.15<br />

21 to 50 45 7.53 56 8.28 101 7.93<br />

Total 598 100.00 676 100.00 1274 100.00<br />

Chi 2 4.80*<br />

I don’t know 315 225 540<br />

Total 913 901 1814<br />

* Significant at 10% level<br />

Table 29 Q20_0. A good way to diversify a stock portfolio is through mutual funds or<br />

Exchange-Traded Funds.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 732 90.26 723 92.10 1455 91.17<br />

False 79 9.74 62 7.90 141 8.83<br />

Total 811 100.00 785 100.00 1596 100.00<br />

Chi 2 1.68<br />

I don’t know 102 116 218<br />

Total 913 901 1814<br />

Table 30 Q20_1 Before investing in small-cap securities, in particular those issued at<br />

private placements or at initial or subsequent <strong>of</strong>ferings, I need to analyze the<br />

information about these stocks carefully, because they tend to be overvalued.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 556 83.73 621 86.49 1177 85.17<br />

False 108 16.27 97 13.51 205 14.83<br />

Total 664 100.00 718 100.00 1382 100.00<br />

Chi 2 2.07<br />

I don’t know 249 183 432<br />

Total 913 901 1814<br />

35


Table 31 Q20_2 There are reliable ways <strong>of</strong> systematically identifying<br />

over- or under-valued securities, but this takes time.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 671 88.52 537 73.56 1208 81.18<br />

False 87 11.48 193 26.44 280 18.82<br />

Total 758 100.00 730 100.00 1488 100.00<br />

Chi 2 54.48***<br />

I don’t know 155 171 326<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 32 Q20_3. 3 In the long term, there is a stable relationship between<br />

a company’s pr<strong>of</strong>itability <strong>and</strong> its market return. Therefore, buying shares<br />

<strong>of</strong> a company with negative earnings means taking a very big risk on its<br />

future return.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 520 67.18 541 74.01 1061 70.50<br />

False 254 32.82 190 25.99 444 29.50<br />

Total 774 100.00 731 100.00 1505 100.00<br />

Chi 2 8.42***<br />

I don’t know 139 170 309<br />

Total 913 901 1814<br />

*** Significant at 1% level<br />

Table 33 Q21. I make my investment decisions according to how my savings <strong>and</strong> investments<br />

are allocated. In particular, I take into account the overall structure <strong>of</strong> my <strong>financial</strong> assets.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 618 73.05 623 74.43 1241 73.74<br />

False 65 7.68 43 5.14 108 6.42<br />

That's not important, what matters is stock picking 163 19.27 171 20.43 334 19.85<br />

Total 846 100.00 837 100.00 1683 100.00<br />

Chi 2 4.64*<br />

I don’t know 67 64 131<br />

Total 913 901 1814<br />

*** Significant at 10% level<br />

36


Table 34 Q22 <strong>and</strong> 23 – Analysis <strong>of</strong> information when buying a stock by oneself or<br />

following the recommendation by a <strong>financial</strong> advisor.<br />

Ontario Québec Total<br />

# % # % # %<br />

Panel A Q22. Before buying a stock that I don't already have in my portfolio, I<br />

analyze the information about its risk level <strong>and</strong> its expected return.<br />

True 664 75.80 633 72.34 1297 74.07<br />

False 23 2.63 22 2.51 45 2.57<br />

Not systematically<br />

189 21.58 220 25.14 409 23.36<br />

Total 876 100.00 875 100.00 1751 100.00<br />

Chi 2 3.11<br />

I don’t know 37 26 63<br />

Total 913 901 1814<br />

Panel B Q23. I research the stocks recommended by my <strong>financial</strong> advisor as<br />

carefully as I do when I buy stocks myself.<br />

True 507 56.33 524 59.55 1031 57.92<br />

False 112 12.44 96 10.91 208 11.69<br />

I don't have a <strong>financial</strong> advisor 281 31.22 260 29.55 541 30.39<br />

Total 900 100.00 880 100.00 1780 100.00<br />

Chi 2 2.1<br />

I don’t know 13 21 34<br />

Total 913 901 1814<br />

37


Table 35 Q36_a. Assume that the stock market return will be 10% next year. What do you expect<br />

the average return next year will be for mutual fund managers?<br />

# %<br />

Ontario Québec Total<br />

Cumulative<br />

% # %<br />

Cumulative<br />

% # %<br />

Cumulative<br />

%<br />

0 - 4% 49 6.88 6.88 59 8.183 8.18 108 7.54 7.54<br />

5% - 7% 184 25.84 32.72 189 26.21 34.40 373 26.03 33.57<br />

8% - 9% 186 26.12 58.85 183 25.38 59.78 369 25.75 59.32<br />

10% 94 13.20 72.05 104 14.42 74.20 198 13.82 73.13<br />

11% - 12% 107 15.03 87.08 108 14.98 89.18 215 15.00 88.14<br />

13% or more 92 12.92 100.00 78 10.82 100.00 170 11.86 100.00<br />

Total 712 100.00 721 100 1433 100.00<br />

Chi 2 2.62<br />

Mean 9% 8.8% 8.9%<br />

Median 8% 8% 8%<br />

I don’t know 201 180 381<br />

Total 913 901 1814<br />

Figure 1 Distribution <strong>of</strong> respondent’s individual scores, calculated based on the 28 questions<br />

dealing with <strong>knowledge</strong>. The total possible score is 56 points.<br />

250<br />

200<br />

150<br />

100<br />

50<br />

0<br />

38


Table 36 Analysis <strong>of</strong> <strong>knowledge</strong> score based on respondents’ characteristics<br />

Variable Coefficients t Sig.<br />

Intercept 19.353 21.003 0.000 ***<br />

Sex 3.491 8.577 0.000 ***<br />

College 0.791 1.186 0.236<br />

University 2.270 3.737 0.000 ***<br />

Age_35_54 0.347 0.512 0.609<br />

Age_55 -0.226 -0.351 0.725<br />

Income_50_100 1.251 2.492 0.013 ***<br />

Income _100 2.262 4.216 0.000 ***<br />

Québec_Eng 0.264 0.517 0.606<br />

Québec_French 1.914 4.724 0.000 ***<br />

Adjusted R square 0.082 ***<br />

*** Significant at 1% level<br />

Table 37 Q26. How much would you be willing to pay for a share in AB Inc. that has 1) a one<br />

in a hundred chance <strong>of</strong> generating a pr<strong>of</strong>it <strong>of</strong> $1,000, <strong>and</strong> 2) a total loss in all other cases?<br />

Q39. How much would you be willing to pay for a share in AB Inc. that has 1) a 99% chance<br />

<strong>of</strong> generating a total loss, <strong>and</strong> 2) a 1% chance <strong>of</strong> generating a $1000 pr<strong>of</strong>it.<br />

Q26 Q39<br />

# % # %<br />

Nothing at all 478 52.70 535 58.99<br />

1 dollar 107 11.80 138 15.21<br />

5 dollars 59 6.50 50 5.51<br />

10 dollars 71 7.83 36 3.97<br />

15 dollars 7 0.77 4 0.44<br />

20 dollars 18 1.98 14 1.54<br />

25 dollars 11 1.21 6 0.66<br />

30 dollars 5 0.55 5 0.55<br />

35 dollars or more 15 1.65 11 1.21<br />

I don’t know 136 14.99 108 11.91<br />

Total 907 100.00 907 100.00<br />

39


Table 38 Q25. Let's compare the stocks <strong>of</strong> two technological corporations. For the past year,<br />

company A’s stock has a return <strong>of</strong> 29%, much higher than the market return. Company’s B<br />

stock has -1% return. In your opinion, which stock is the better buy?<br />

Ontario Québec Total<br />

# % # % # %<br />

Stock A 174 19.06 205 22.75 379 20.89<br />

Stock B 69 7.56 121 13.43 190 10.47<br />

Impossible to know from the information provided 627 68.67 515 57.16 1142 62.95<br />

I don’t know 43 4.71 60 6.66 103 5.68<br />

Total 913 100.00 901 100.00 1814 100.00<br />

Chi 2 30.48***<br />

Table 39 Q29. American specialists predict a risk premium <strong>of</strong> 3% to 4%, which would put the<br />

stock market return at about 7%. Is this estimates:<br />

Estimated risk premium - Question 9 Total<br />

0 - 2% 3 - 4% 5 - 6% 7 - 8%<br />

9% <strong>and</strong><br />

+<br />

I don’t<br />

know<br />

Ontario<br />

Total<br />

Québec<br />

Panel A: Distribution <strong>of</strong> answers<br />

Optimistic 50 82 71 33 44 210 256 234 490<br />

Realistic 10 11 23 14 16 36 49 61 110<br />

Pessimistic 50 135 160 71 64 305 377 408 785<br />

I don’t know 20 26 26 11 21 325 231 198 429<br />

Total 130 254 280 129 145 876 913 901 1814<br />

Panel B: Percentage <strong>of</strong> answers<br />

Optimistic 38.46 32.28 25.36 25.58 30.34 23.97 28.04 25.97 27.01<br />

Realistic 7.69 4.33 8.21 10.85 11.03 4.11 5.37 6.77 6.06<br />

Pessimistic 38.46 53.15 57.14 55.04 44.14 34.82 41.29 45.28 43.27<br />

I don’t know 15.38 10.24 9.29 8.53 14.48 37.10 25.30 21.98 23.65<br />

Total 100.00 100.00 100.00 100.00 100.00 100.00 100.00 100.00 100.00<br />

40<br />

Total


Table 40 Q30. You have the time <strong>and</strong> the resources to analyze 20 stocks chosen at<br />

r<strong>and</strong>om in a sector that you are very familiar with. You can choose 10. We can assume<br />

that, among these 20 stocks, 10 will do better than the market, (the winners), <strong>and</strong> 10 will<br />

do worse than the market, (the losers). Among the winners, there is one exceptional stock<br />

that will generate a return <strong>of</strong> more than 100% over the next three years.<br />

How many winning stocks do you think you would be able to choose among the 10 that<br />

make up your portfolio? (Q30). What are your chances <strong>of</strong> identifying the exceptional<br />

stock? (Q30a).<br />

Ontario Québec Total<br />

Success Winning Exceptional Winning Exceptional Winning Exceptional<br />

Rate stock stock stock stock stock stock<br />

Panel A: Distribution <strong>of</strong> answers<br />

0 - 10% 45 229 71 196 116 425<br />

11% - 20% 55 101 66 110 121 211<br />

21% - 30% 61 127 55 145 116 272<br />

31% - 40% 37 57 36 52 73 109<br />

41% - 50% 180 116 127 112 307 228<br />

51% - 60% 84 23 72 37 156 60<br />

61% - 70% 94 26 73 23 167 49<br />

71% or more 71 49 66 27 137 76<br />

Total 627 728 566 702 1193 1430<br />

Chi 2 16.97** 13.79*<br />

I don’t know 286 185 335 199 621 384<br />

Total 913 913 901 901 1814 1814<br />

Panel B: Percentage <strong>of</strong> answers<br />

0 - 10% 4.93 25.08 7.88 21.75 6.39 23.43<br />

11% - 20% 6.02 11.06 7.33 12.21 6.67 11.63<br />

21% - 30% 6.68 13.91 6.10 16.09 6.39 14.99<br />

31% - 40% 4.05 6.24 4.00 5.77 4.02 6.01<br />

41% - 50% 19.72 12.71 14.10 12.43 16.92 12.57<br />

51% - 60% 9.20 2.52 7.99 4.11 8.60 3.31<br />

61% - 70% 10.30 2.85 8.10 2.55 9.21 2.70<br />

71% or more 7.78 5.37 7.33 3.00 7.55 4.19<br />

I don’t know 31.33 20.26 37.18 22.09 34.23 21.17<br />

Total 100.00 100.00 100.00 100.00 100.00 100.00<br />

41


Table 41 Q11. In some cases, small-cap stocks can deliver exceptional returns. For<br />

example, shares in Galway Resources Ltd. went from $0.01 to $1.6 between the beginning<br />

<strong>and</strong> the end <strong>of</strong> 2009. The initial investment was thus multiplied by 160. What do you think<br />

the probability is <strong>of</strong> getting a return greater than 300% over a period <strong>of</strong> 3 years by<br />

investing in small-cap stocks?<br />

Ontario Québec Total<br />

Panel A: Distribution <strong>of</strong> answers<br />

0 - 1% 154 140 294<br />

2% - 5% 249 205 454<br />

6 %- 10% 125 140 265<br />

11% - 20% 96 94 190<br />

21% - 30% 73 64 137<br />

31% - 40% 15 32 47<br />

41% - 50% 41 46 87<br />

51% or more 31 37 68<br />

Total 784 758 1542<br />

Chi 2 12,92*<br />

Mean 13.27% 15.01% 14.13%<br />

Median 5% 9% 6%<br />

I don’t know 129 143 272<br />

Total<br />

Panel B: Percentage <strong>of</strong> answers<br />

913 901 1814<br />

0 - 1% 16.87 15.54 16.21<br />

2% - 5% 27.27 22.75 25.03<br />

6 %- 10% 13.69 15.54 14.61<br />

11% - 20% 10.51 10.43 10.47<br />

21% - 30% 8.00 7.10 7.55<br />

31% - 40% 1.64 3.55 2.59<br />

41% - 50% 4.49 5.11 4.80<br />

51% or more 3.40 4.11 3.75<br />

I don’t know 14.13 15.87 14.99<br />

Total<br />

* Significant at 10% level<br />

100.00 100.00 100.00<br />

42


Table 42 Q32_0. How competent do you think you are at choosing which stocks to include in your<br />

portfolio? Q32_1. How competent do you think you are at predicting the overall evolution <strong>of</strong> the<br />

market? Q32_2. How competent do you think you are at choosing the best time to buy or sell a stock?<br />

Ontario Québec Total<br />

# % Median # % Median # % Median<br />

score score score<br />

Panel A: Competence in stock selection<br />

Out <strong>of</strong><br />

Out <strong>of</strong><br />

Out <strong>of</strong><br />

38<br />

38<br />

38<br />

Not competent at all 61 6.68 12 96 10.65 score 157 8.65 13<br />

Not very competent 181 19.82 16 323 35.85 19 504 27.78 18<br />

Somewhat competent 538 58.93 20 426 47.28 21 964 53.14 20<br />

Very competent 133 14.57 20 56 6.22 22 189 10.42 21<br />

Total 913 100.00 19 901 100.00 20 1814 100.00 19<br />

Chi 2 92.12***<br />

Panel B: Competence in market evolution<br />

Out <strong>of</strong><br />

Out <strong>of</strong><br />

Out <strong>of</strong><br />

14<br />

14<br />

14<br />

Not competent at all 159 17.42 2 182 20.20 2 341 18.80 2<br />

Not very competent 394 43.15 4 441 48.95 4 835 46.03 4<br />

Somewhat competent 328 35.93 4 253 28.08 4 581 32.03 4<br />

Very competent 32 3.50 6 25 2.77 5 57 3.14 5<br />

Total 913 100.00 4 901 100.00 4 1814 100.00 4<br />

Chi 2 14.66***<br />

Panel C: Competence in buying <strong>and</strong> selling decisions<br />

Out <strong>of</strong><br />

18<br />

Not competent at all 150 16.43 8 134 14.87<br />

Out <strong>of</strong><br />

18<br />

8 284 15.66 8<br />

Not very competent 359 39.32 10 375 41.62 10 734 40.46 10<br />

Somewhat competent 372 40.74 10 362 40.18 10 734 40.46 10<br />

Very competent 32 3.50 10 30 3.33 10 62 3.42 10<br />

Total 913 100.00 10 901 100.00 10 1814 100.00 10<br />

Chi 2<br />

*** Significant at 1% level<br />

1.37<br />

43<br />

Out <strong>of</strong><br />

18


Table 43 Q36_b. Assume that the stock market return will be 10% next year. What do<br />

you expect the average return next year will be for all individual <strong>investors</strong>?<br />

Q36_c. Assume that the stock market return will be 10% next year. What do you<br />

expect the average return <strong>of</strong> your own portfolio will be next year? IMG is the return<br />

expected by the respondent for all individual <strong>investors</strong> less the market return (10%);<br />

RIG is the return expected by the respondents on their own portfolio less the return<br />

expected for all individual <strong>investors</strong>; RMG is the return expected by the respondents<br />

on their own portfolio less the market return (10%).<br />

Variance Ontario Québec Total<br />

IMG RIG RMG IMG RIG RMG IMG RIG RMG<br />

Panel A: Distribution <strong>of</strong><br />

answers<br />

-3 369 37 243 341 44 274 710 81 517<br />

-2 130 36 105 101 46 87 231 82 192<br />

-1 43 53 59 53 62 60 96 115 119<br />

0 122 164 165 120 155 156 242 319 321<br />

1 16 88 29 21 124 36 37 212 65<br />

2 24 120 73 35 90 65 59 210 138<br />

3 29 224 104 28 173 94 57 397 198<br />

Total 733 722 778 699 694 772 1432 1416 1550<br />

Chi 2 7.74 19.19*** 5.51<br />

I don’t know 180 191 135 202 207 129 382 398 264<br />

Total 913 913 913 901 901 901 1814 1814 1814<br />

Panel B: Percentage <strong>of</strong> answers<br />

-3 40.42 4.05 26.62 37.85 4.88 30.41 39.14 4.47 28.50<br />

-2 14.24 3.94 11.50 11.21 5.11 9.66 12.73 4.52 10.58<br />

-1 4.71 5.81 6.46 5.88 6.88 6.66 5.29 6.34 6.56<br />

0 13.36 17.96 18.07 13.32 17.20 17.31 13.34 17.59 17.70<br />

1 1.75 9.64 3.18 2.33 13.76 4.00 2.04 11.69 3.58<br />

2 2.63 13.14 8.00 3.88 9.99 7.21 3.25 11.58 7.61<br />

3 3.18 24.53 11.39 3.11 19.20 10.43 3.14 21.89 10.92<br />

I don’t know 19.72 20.92 14.79 22.42 22.97 14.32 21.06 21.94 14.55<br />

Total 100.00 100.00 100.00 100.00 100.00 100.00 100.00 100.00 100.00<br />

*** Significant at 1% level<br />

44


Table 44 Q36_c. Assume that the stock market return will be 10% next year. What do<br />

you expect the average return <strong>of</strong> your own portfolio will be next year? Distribution <strong>of</strong><br />

total <strong>knowledge</strong> scores by category <strong>of</strong> RMG. The total score uses the 28 relative<br />

questions on investor <strong>knowledge</strong> described in Appendix 1. The maximum possible<br />

score is 56 points. RMG is the return expected by the investor on their portfolio less the<br />

market return (10%).<br />

Ontario Québec Total<br />

RMV % score % score % score<br />

-3 26.62 25 30.41 26 28.50 26<br />

-2 11.50 28 9.66 28 10.58 28<br />

-1 6.46 28 6.66 30 6.56 29<br />

0 18.07 27 17.31 29 17.70 28<br />

1 3.18 29 4.00 27 3.58 29<br />

2 8.00 28 7.21 29 7.61 28<br />

3 11.39 27 10.43 27 10.92 27<br />

Table 45 Q20_4. To generate a higher return with a stock portfolio, it is<br />

necessary to trade <strong>of</strong>ten to make the most <strong>of</strong> market opportunities that arise.<br />

Ontario Québec Total<br />

# % # % # %<br />

True 163 17.85 307 34.07 470 25.91<br />

False 667 73.06 486 53.94 1153 63.56<br />

Total 830 90.91 793 88.01 1623 89.47<br />

Chi 2 71.73***<br />

I don’t know 83 9.09 108 11.99 191 10.53<br />

Total 913 100.00 901 100.00 1814 100.00<br />

*** Significant at 1% level<br />

Table 46 Q33. When you think <strong>of</strong> your worst securities investment, which <strong>of</strong> these<br />

statements do you agree with most? The poor return <strong>of</strong> this investment is attributable to:<br />

Ontario Québec Total<br />

# % # % # %<br />

The economic situation <strong>of</strong> the market 296 32.42 374 41.51 670 36.93<br />

Mistakes by management 250 27.38 171 18.98 421 23.21<br />

Bad luck 40 4.38 44 4.88 84 4.63<br />

Insufficient analysis when I bought the stock 275 30.12 257 28.52 532 29.33<br />

Total 861 94.30 846 93.90 1707 94.10<br />

Chi 2 24.57***<br />

I don’t know 52 5.70 55 6.10 107 5.90<br />

Total 913 100.00 901 100.00 1814 100.00<br />

*** Significant at 1% level<br />

45


Table 47 Q40. When you think <strong>of</strong> your best securities investment, which <strong>of</strong> these<br />

statements do you agree with most? The high return <strong>of</strong> this investment is attributable to:<br />

Ontario Québec Total<br />

# % # % # %<br />

The economic situation <strong>of</strong> the market 300 32.86 374 41.51 674 37.16<br />

Good management decisions 320 35.05 213 23.64 533 29.38<br />

Luck 73 8.00 78 8.66 151 8.32<br />

Excellent analysis when I bought the stock 173 18.95 201 22.31 374 20.62<br />

Total 866 94.85 866 96.12 1732 95.48<br />

Chi 2 31.87***<br />

I don’t know 47 5.15 35 3.88 82 4.52<br />

Total 913 100.00 901 100.00 1814 100.00<br />

*** Significant at 1% level<br />

Table 48 Q34. You have $5000 to invest. Which stock would you be most likely to<br />

purchase with this money? a) A share with a 100% chance <strong>of</strong> earning a 6% return, b) A<br />

stock with a 1% chance <strong>of</strong> earning a 400% return, a 10% chance <strong>of</strong> earning a 20% return,<br />

a 30% chance <strong>of</strong> earning a 0 return <strong>and</strong> a 59% chance <strong>of</strong> earning a return <strong>of</strong> -1%. This<br />

stock has an average expected return <strong>of</strong> 5.41%. c) a stock with a 5% chance <strong>of</strong> earning a<br />

return <strong>of</strong> 2000% <strong>and</strong> a 95% chance <strong>of</strong> earning a return <strong>of</strong> -100%. This stock has an<br />

average expected return <strong>of</strong> 5%.<br />

Ontario Québec Total<br />

# % # % # %<br />

Action A: 6% 623 68.24 569 63.15 1192 65.71<br />

Action B: 5,41% 191 20.92 250 27.75 441 24.31<br />

Action C: 5% 46 5.04 41 4.55 87 4.80<br />

Total 860 94.19 860 95.45 1720 94.82<br />

Chi 2 10.63***<br />

I don’t know 53 5.81 41 4.55 94 5.18<br />

Total 913 100.00 901 100.00 1814 100.00<br />

*** Significant at 1% level<br />

46


Table 49 Q13. You have the choice between a large company on the S&P/TSX 300<br />

composite index that you aren't familiar with <strong>and</strong> a small company listed on the stock<br />

market whose product, management team <strong>and</strong> projects you know well. This company<br />

generates sales <strong>of</strong> a few million dollars. Would you say that investing in the small<br />

company is:<br />

Ontario Québec Total<br />

# % # % # %<br />

Much less risky than investing in the large<br />

company 44 4.82 62 6.88 106 5.84<br />

Less risky than investing in the large company 172 18.84 165 18.31 337 18.58<br />

As risky as investing in the large company 285 31.22 333 36.96 618 34.07<br />

Riskier than investing in the large company<br />

Much riskier than investing in the large<br />

286 31.33 242 26.86 528 29.11<br />

company 57 6.24 58 6.44 115 6.34<br />

Total 844 92.44 860 95.45 1704 93.94<br />

Chi 2 10.46**<br />

I don’t know 69 7.56 41 4.55 110 6.06<br />

Total<br />

** Significant at 5% level<br />

913 100.00 901 100.00 1814 100.00<br />

Table 50 Q35. Which portfolio do you consider the least risky? A portfolio composed <strong>of</strong> three<br />

known stocks <strong>of</strong> medium-sized companies operating in a single sector. A portfolio composed <strong>of</strong><br />

25 stocks that you don't know in detail but that are issued by fairly large companies from a<br />

variety <strong>of</strong> activity sectors.<br />

Ontario Québec Total<br />

# % # % # %<br />

Three known stocks 367 40.20 316 35.07 683 37.65<br />

25 stocks <strong>of</strong> large companies 479 52.46 542 60.16 1021 56.28<br />

Total 846 92.66 858 95.23 1704 93.94<br />

Chi 2 7.61***<br />

I don’t know 67 7.34 43 4.77 110 6.06<br />

Total 913 100.00 901 100.00 1814 100.00<br />

*** Significant at 1% level<br />

47


Table 51 Q41. Among the following sources <strong>of</strong> information, which did you use in the past<br />

few minutes to help you answer the survey questions?<br />

Ontario Québec Total<br />

# % # % # %<br />

None 759 83.13 667 74.03 1426 78.61<br />

Internet 91 9.97 177 19.64 268 14.77<br />

Other 50 5.48 38 4.22 88 4.85<br />

Internet <strong>and</strong> other 13 1.42 19 2.11 32 1.76<br />

Total 913 100.00 901 100.00 1814 100.00<br />

Chi 2 36.22***<br />

*** Significant at 1% level<br />

48


APPENDIX 1 QUESTIONS USED TO CALCULATE THE SCORE<br />

Each question is followed by the number <strong>of</strong> points attributed by the answer is considered<br />

correct. All the other answers equals zero point the category <strong>of</strong> the questions <strong>and</strong> also<br />

specified, with SS: stock selection ME: market evolution; <strong>and</strong> BSD: buying <strong>and</strong> selling<br />

decisions. One question may fall into more than one category.<br />

Past return <strong>of</strong> categories<br />

Q5_a. In your opinion, what has the average annual rate <strong>of</strong> return been for the following<br />

investment portfolio since 1991? A portfolio made up entirely <strong>of</strong> Canadian Treasury<br />

Bills. 3% - 5%: 2 points, 2% or 6%: 1 point, ME.<br />

Q5_b. In your opinion, what has the average annual rate <strong>of</strong> return been for the following<br />

investment portfolio since 1991? A portfolio made up entirely <strong>of</strong> long-term Canadian<br />

Government Bonds. 9% - 11%: 2 points, 8% or 12%: 1 point, ME.<br />

Q5_c. In your opinion, what has the average annual rate <strong>of</strong> return been for the following<br />

investment portfolio since 1991? A portfolio that mirrors the S&P/TSX composite index.<br />

10% - 12%: 2 points, 9% or 13%: 1 point, ME.<br />

Q7_3 During long periods (<strong>of</strong> several years), the return from the overall bond market<br />

(<strong>of</strong>ten referred to as the Bond Universe) can be equal to or higher than that <strong>of</strong> stocks.<br />

1) True, 2) False, 3) I don’t know. 1: 2 points, ME.<br />

Basic concepts related to returns<br />

Q6. Today I buy a share in a fast-growing small business for $10. I hope to obtain a<br />

return <strong>of</strong> 15% within three years. The expected return will primarily come from: 1)<br />

Dividends I will receive, 2) The pr<strong>of</strong>it I expect to make in three years when I sell the<br />

share, 3) I don't know, 2: 2 points, SS.<br />

Q7_0. Today I buy a share for $15 in a company that's listed on the stock market <strong>and</strong> that<br />

usually gives dividends. I will definitely receive these dividends in the future. 1) True, 2)<br />

False, 3) I don't know, 2: 2 points, SS.<br />

Q7_1. Stock market indices are generally calculated using a weighted average based on<br />

market capitalization. These indices are therefore greatly influenced by the return <strong>of</strong><br />

shares <strong>of</strong> the largest companies. 1) True, 2) False, 3)I don't know, 1: 2 points, SS.<br />

Q7_2. The expected market return is the sum <strong>of</strong> the risk-free rate (for example, that <strong>of</strong><br />

10-year government bonds) <strong>and</strong> the market risk premium.1) True, 2) False, 3) I don’t<br />

know. 1: 2 points, ME.<br />

Q7_4. A good investment strategy is to buy shares when markets are rising <strong>and</strong> sell stocks<br />

when markets are falling. 1) True, 2) False, 3) I don’t know. 2: 2 points, BSD.<br />

Q8. To determine if my stock portfolio is composed <strong>of</strong> good investments, I compare the<br />

return <strong>of</strong> my portfolio with the return <strong>of</strong> a market index (for example the S&P/TSX 60):<br />

1) Regularly, 2) Sometimes, 3) Never. 1: 2 points, 2: 1 point, SS.<br />

Q9. How much if the current market risk premium (in other words, the anticipated gap<br />

between the expected return <strong>of</strong> the stock market index <strong>and</strong> that <strong>of</strong> government bonds)?<br />

De 4% - 5%: 2 points, 3% or 6%: 1 point, ME.<br />

49


Concepts related to risk<br />

Q12. You have the choice between two listed stocks <strong>of</strong> the same risk level. Stock A is<br />

traded every day, while stock B is traded once a month. Stock A is selling for $10. How<br />

much would you pay for stock B? 1) 7$, 2) 8 $, 3) 9 $, 4) 10 $, 5) 11 $, 6) 12 $, 7) 13 $,<br />

8) I don’t know. 1 or 2: 2 points, 3: 1 point, BSD, SS.<br />

Q17_a. In your opinion, what is the probability <strong>of</strong> having a negative return next year if<br />

you are invested solely in Treasury Bills 0%: 2 points, 1 to 2%: 1 point, SS.<br />

Q17_b. In your opinion, what is the probability <strong>of</strong> having a negative return next year if<br />

you are invested solely in long-term government bonds. 5% - 9%: 2 points, 3% - 4% or<br />

10% - 11%: 1 point, SS.<br />

Q17_c. In your opinion, what is the probability <strong>of</strong> having a negative return next year if:<br />

you are invested solely in shares <strong>of</strong> the S&P/TSX index? 30% - 34%: 2 points, 28% -<br />

29% or 35% - 36%: 1 point, SS.<br />

Q7_5 If my whole portfolio consists <strong>of</strong> a few stocks <strong>of</strong> small businesses listed on the<br />

TSX Venture Exchange, I could lose the total invested amount: 1) True, 2) False, 3) I<br />

don’t know. 1: 2 points, SS.<br />

Risk return relationship<br />

Q14. A higher return can be obtained only by taking a greater risk: 1) True, 2) False, 3)<br />

It’s not systematic– it depends on one's <strong>knowledge</strong> <strong>of</strong> stocks, 4) I don’t know. 1: 2 points,<br />

SS.<br />

Q15. On the TSX, it is possible to find shares that are “great deals”; that is, investments<br />

that combine a high return <strong>and</strong> a low risk: 1) True, 2) True, but very rare, 3)False, 4) I<br />

don’t know. 3: 2 points, SS, BSD.<br />

Q16. The expected future cash flows <strong>of</strong> companies A <strong>and</strong> B are identical, but company A<br />

is riskier than company B. The share price for company A would therefore be: 1) Higher<br />

than the share price for company B, 2) The same as the share price for company B<br />

because the expected cash flows are identical, 3) Lower than the share price for company<br />

B. 4) I don’t know. 3: 2 points, SS, BSD.<br />

Diversification<br />

Q18. By diversifying a share portfolio, you can partly eliminate the risk without lowering<br />

your goals in terms <strong>of</strong> return: 1) True, 2) False, 3)That’s impossible, 4) I don’t know. 1: 2<br />

points, SS.<br />

Q19. To diversify a stock portfolio properly, what is the minimum number <strong>of</strong> stocks<br />

belonging to different sectors (in equal proportions) that you need? 1) 1 to 9, 2) 10 to 20,<br />

3) 21 to 50, 4) I don’t know. 3: 2 points, 2: 1 point, SS.<br />

Q20_0 A good way to diversify a stock portfolio is through mutual funds or Exchange-<br />

Traded Funds. 1) True, 2) False, 3) I don’t know. 1: 2 points, SS.<br />

Sources <strong>of</strong> information <strong>and</strong> transaction decisions<br />

Q20_1 Before investing in small-cap securities, in particular those issued at private<br />

placements, or at initial or subsequent <strong>of</strong>ferings, you need to analyze the information<br />

50


about these stocks carefully, because they tend to be overvalued. 1) True, 2) False, 3) I<br />

don’t know. 1: 2 points, SS, BSD.<br />

Q20_2 There are reliable ways <strong>of</strong> systematically identifying over- or under-valued<br />

securities, but this takes time 1) True, 2) False, 3) I don’t know. 2: 2 points, SS, BSD.<br />

Q20_3 In the long term, there is a stable relationship between a company’s pr<strong>of</strong>itability<br />

<strong>and</strong> its market return. Therefore, buying shares <strong>of</strong> a company with negative earnings<br />

means taking a very big risk on its future return.1) True, 2) False, 3) I don’t know. 1: 2<br />

points, SS, BSD.<br />

Q21. I make my investment decisions according to how my savings <strong>and</strong> investments are<br />

allocated. In particular, I take into account the overall structure <strong>of</strong> my <strong>financial</strong> assets.1)<br />

True, 2) False, 3) That's not important, what matters is selecting the best stocks, 4) I don’t<br />

know. 1: 2 points, BSD.<br />

Q22. Before buying a stock that I don't already have in my portfolio, I analyze the<br />

information about its risk level <strong>and</strong> its expected return. 1) True, 2) False, 3) Not<br />

systematically, 4) I don’t know. 1: 2 points, SS, BSD.<br />

Q36_a Assume that the stock market return will be 10% next year. What do you expect<br />

the average return next year will be for mutual fund manager? 8% - 10%: 2 points, 7%: 1<br />

point, ME.<br />

Total number <strong>of</strong> questions retained in the score: 28<br />

Maximum number <strong>of</strong> points possible: 56<br />

Total number <strong>of</strong> questions retained in the SS score: 19<br />

Maximum number <strong>of</strong> SS points possible: 38<br />

Total number <strong>of</strong> questions retained in the ME score: 7<br />

Maximum number <strong>of</strong> ME points possible: 14<br />

Total number <strong>of</strong> questions retained in the BSD score: 9<br />

Maximum number <strong>of</strong> BSD points possible: 18<br />

51


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