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Asking Questions - The Definitive Guide To Questionnaire Design ...

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168 ASKING QUESTIONS<br />

they think are the most desirable. From these three, they are asked to<br />

pick the one that would be most desirable, thus establishing rank one.<br />

If it is important to establish second- and third-place rankings, respondents<br />

may pick among the remaining two what they think is the<br />

next desirable. <strong>The</strong> third-ranked quality would thereby be established<br />

by elimination. Respondents are also asked to pick the three least<br />

desirable qualities and, among those three, the one they consider the<br />

least important. In this manner fairly clear differentiations can be<br />

built up at each end of the scale, but no differentiation in the middle.<br />

Sometimes respondents find ranking difficult to do and will<br />

select no more than a first choice. Rankings are particularly difficult<br />

for respondents when the items to be ranked are quite different<br />

from one another (such as policy preferences) or are all either very<br />

desirable or very undesirable.<br />

Ranking Through Paired Comparison<br />

Another method for obtaining rankings, which is not often used in<br />

surveys but which we think could be more widely used, is paired<br />

comparisons. Each pair of alternatives is compared and ranked<br />

according to preference. Several examples involving paired comparison<br />

are given in Figure 5.5. <strong>Questions</strong> 5 through 7, for example,<br />

involve three response alternatives. <strong>The</strong> paired-comparison method<br />

has the advantage that the respondent considers each alternative<br />

in comparison with each other alternative, one at a time. Respondents<br />

can consider preferences in a more discrete fashion. It is a particularly<br />

good method when the choices are among objects that are<br />

all desirable or undesirable.<br />

If there is a consistent preference structure, the method should<br />

obtain a transitive ordering of the alternatives; that is, if A is preferred<br />

to B and B is preferred to C, then A should be preferred to C.<br />

Sometimes, however, it turns out that the ordering is not transitive:<br />

A is preferred to B, B is preferred to C, but C is preferred to A. <strong>The</strong><br />

straight ranking method forces transitivity on the rankings. If you<br />

use that method, you might fail to discover that people’s preferences

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