Identify the accurate comparison between interval scales and ordinal scales.Multiple choice question.Interval scales have no numerical, quantitative properties, while ordinal scales do.Unlike ordinal scales, interval scales use rank-based ordering of groups.Interval scales allow for more sophisticated statistical treatments than do ordinal scales.Compared with ordinal scales, interval scales have less detailed quantitative properties.
Question
Identify the accurate comparison between interval scales and ordinal scales.Multiple choice question.Interval scales have no numerical, quantitative properties, while ordinal scales do.Unlike ordinal scales, interval scales use rank-based ordering of groups.Interval scales allow for more sophisticated statistical treatments than do ordinal scales.Compared with ordinal scales, interval scales have less detailed quantitative properties.
Solution
The accurate comparison between interval scales and ordinal scales is: "Interval scales allow for more sophisticated statistical treatments than do ordinal scales."
Here's why:
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Interval scales have numerical, quantitative properties, while ordinal scales do not. This means that the first option is incorrect.
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Both interval and ordinal scales use rank-based ordering of groups, so the second option is also incorrect.
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Interval scales do allow for more sophisticated statistical treatments than ordinal scales because they provide more detailed information. This makes the third option correct.
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Compared with ordinal scales, interval scales have more detailed quantitative properties, not less. So, the fourth option is incorrect.
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