Stock Valuation
Stock Valuation
Stock Valuation
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280 PART 2 Important Financial Concepts<br />
2. At any point in time, security prices fully reflect all public information available<br />
about the firm and its securities, 2 and these prices react swiftly to new<br />
information.<br />
3. Because stocks are fully and fairly priced, investors need not waste their time<br />
trying to find and capitalize on mispriced (undervalued or overvalued)<br />
securities.<br />
Not all market participants are believers in the efficient-market hypothesis.<br />
Some feel that it is worthwhile to search for undervalued or overvalued securities<br />
and to trade them to profit from market inefficiencies. Others argue that it is<br />
mere luck that would allow market participants to anticipate new information<br />
correctly and as a result earn excess returns—that is, actual returns greater than<br />
required returns. They believe it is unlikely that market participants can over the<br />
long run earn excess returns. Contrary to this belief, some well-known investors<br />
such as Warren Buffett and Peter Lynch have over the long run consistently<br />
earned excess returns on their portfolios. It is unclear whether their success is the<br />
result of their superior ability to anticipate new information or of some form of<br />
market inefficiency.<br />
Throughout this text we ignore the disbelievers and continue to assume market<br />
efficiency. This means that the terms “expected return” and “required<br />
return” are used interchangeably, because they should be equal in an efficient<br />
market. This also means that stock prices accurately reflect true value based on<br />
risk and return. In other words, we will operate under the assumption that the<br />
market price at any point in time is the best estimate of value. We’re now ready to<br />
look closely at the mechanics of stock valuation.<br />
The Basic <strong>Stock</strong> <strong>Valuation</strong> Equation<br />
Like the value of a bond, which we discussed in Chapter 6, the value of a share of<br />
common stock is equal to the present value of all future cash flows (dividends)<br />
that it is expected to provide over an infinite time horizon. Although a stockholder<br />
can earn capital gains by selling stock at a price above that originally paid,<br />
what is really sold is the right to all future dividends. What about stocks that are<br />
not expected to pay dividends in the foreseeable future? Such stocks have a value<br />
attributable to a distant dividend expected to result from sale of the company or<br />
liquidation of its assets. Therefore, from a valuation viewpoint, only dividends<br />
are relevant.<br />
By redefining terms, the basic valuation model in Equation 6.1 can be specified<br />
for common stock, as given in Equation 7.1:<br />
P0 . . . D∞ <br />
(7.1)<br />
(1 ks ) ∞<br />
D2 <br />
(1 ks ) 2<br />
D1 <br />
(1 ks ) 1<br />
2. Those market participants who have nonpublic—inside—information may have an unfair advantage that enables<br />
them to earn an excess return. Since the mid-1980s disclosure of the insider-trading activities of a number of wellknown<br />
financiers and investors, major national attention has been focused on the “problem” of insider trading and<br />
its resolution. Clearly, those who trade securities on the basis of inside information have an unfair and illegal advantage.<br />
Empirical research has confirmed that those with inside information do indeed have an opportunity to earn an<br />
excess return. Here we ignore this possibility, given its illegality and that given enhanced surveillance and enforcement<br />
by the securities industry and the government have in recent years (it appears) significantly reduced insider<br />
trading. We, in effect, assume that all relevant information is public and that therefore the market is efficient.