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Which of the following scenarios uses the ordinal scale of measurement?Multiple choice question.students ranking their favorite teachers based on popularity votesteachers categorizing students according to whether they are left-handed or right-handedstudents ranking their subjects based on five equally sized intervalsteachers ranking students according to their perception of students' interest in class

Question

Which of the following scenarios uses the ordinal scale of measurement?Multiple choice question.students ranking their favorite teachers based on popularity votesteachers categorizing students according to whether they are left-handed or right-handedstudents ranking their subjects based on five equally sized intervalsteachers ranking students according to their perception of students' interest in class

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Solution

The scenario that uses the ordinal scale of measurement is "students ranking their favorite teachers based on popularity votes".

Here's why:

An ordinal scale of measurement is used when the data can be ordered (ranked), but the distances between the data points are not known or are not important. In this case, students are ranking their teachers based on popularity votes. They are not measuring anything specific about the teachers themselves, but rather ordering them based on the number of votes they receive. This is a perfect example of an ordinal scale of measurement.

The other scenarios do not fit the definition of an ordinal scale. For example, categorizing students as left-handed or right-handed is a nominal scale of measurement, not ordinal. Similarly, ranking subjects based on five equally sized intervals is an interval scale of measurement, not ordinal. Lastly, ranking students according to their perception of interest in class could potentially be ordinal, but without more context, it's hard to say for sure.

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