Standard deviation is to mode as ________ is to ________.

Name: Standard deviation is to mode as ________ is to ________.
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Question

Quizplus · Accepted Answer

Standard deviation measures the variation in a data set, while mode represents the most frequently occurring value. Similarly, mean represents the central tendency of a data set, while variation (in the form of range or interquartile range) represents the spread of the data set. Therefore, the correct analogy is between variation and central tendency.

Standard Deviation Is to Mode as ________ Is to ________

Standard Deviation Is to Mode as Is to