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Russel-Research-Method-in-Anthropology

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Structured Interview<strong>in</strong>g I: Questionnaires 295<br />

what you call them, time budgets and diaries are still methods for collect<strong>in</strong>g<br />

self-reports of behavior. They may be less <strong>in</strong>accurate than simply ask<strong>in</strong>g people<br />

to tell you what they did over the past day or week, but they are not perfect.<br />

A lot of work rema<strong>in</strong>s to be done on test<strong>in</strong>g the accuracy of activity diaries<br />

aga<strong>in</strong>st data from direct observation. In chapter 15, we’ll look at methods for<br />

direct observation and measurement of behavior.<br />

Randomized Response<br />

Randomized response is a technique for estimat<strong>in</strong>g the amount of some<br />

socially negative behavior <strong>in</strong> a population—th<strong>in</strong>gs like shoplift<strong>in</strong>g, extramarital<br />

sex, child abuse, be<strong>in</strong>g hospitalized for emotional problems, and so on. The<br />

technique was <strong>in</strong>troduced by Warner <strong>in</strong> 1965 and is particularly well described<br />

by Williams (1978:73). It is a simple, fun, and <strong>in</strong>terest<strong>in</strong>g tool. Here’s how it<br />

works.<br />

First, you formulate two questions, A and B, that can be answered ‘‘yes’’<br />

or ‘‘no.’’ One question, A, is the question of <strong>in</strong>terest (say, ‘‘Have you ever<br />

shoplifted?’’) The possible answers to this question (either ‘‘yes’’ or ‘‘no’’) do<br />

not have known probabilities of occurr<strong>in</strong>g. That is what you want to f<strong>in</strong>d out.<br />

The other question, B, must be <strong>in</strong>nocuous and the possible answers (aga<strong>in</strong><br />

‘‘yes’’ or ‘‘no’’) must have known probabilities of occurr<strong>in</strong>g. For example, if<br />

you ask a someone to toss a fair co<strong>in</strong> and ask, ‘‘Did you toss a heads?’’ then<br />

the probability that they answer ‘‘yes’’ or ‘‘no’’ is 50%. If the chances of be<strong>in</strong>g<br />

born <strong>in</strong> any given month were equal, then you could ask respondents: ‘‘Were<br />

you born between April 1st and June 1st?’’ and the probability of gett<strong>in</strong>g a<br />

‘‘yes’’ would be 25%. Unfortunately, births are seasonal, so the co<strong>in</strong>-toss<br />

question is preferable.<br />

Let’s assume you use the co<strong>in</strong> toss for question B. You ask someone to toss<br />

the co<strong>in</strong> and to note the result without lett<strong>in</strong>g you see it. Next, have them pick<br />

a card, from a deck of 10 cards, where each card is marked with a s<strong>in</strong>gle <strong>in</strong>teger<br />

from 1 to 10. The respondent does not tell you what number he or she<br />

picked, either. The secrecy associated with this procedure makes people feel<br />

secure about answer<strong>in</strong>g question A (the sensitive question) truthfully.<br />

Next, hand the respondent a card with the two questions, marked A and B,<br />

written out. Tell them that if they picked a number between one and four from<br />

the deck of 10 cards, they should answer question A. If they picked a number<br />

between five and 10, they should answer question B.<br />

That’s all there is to it. You now have the follow<strong>in</strong>g: (1) Each respondent<br />

knows they answered ‘‘yes’’ or ‘‘no’’ and which question they answered; and<br />

(2) You know only that a respondent said ‘‘yes’’ or ‘‘no’’ but not which question,<br />

A or B, was be<strong>in</strong>g answered.

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