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Answer:
variation is to central tendency as mean is to standard deviation
"Variation is to central tendency as mean is to standard deviation." So, the two blanks have the answer of mean and standard deviation respectively.
What is the mean in standard deviation with comparison to variation in central tendancy?
"Central tendency" and "variation" are two (2) measures used to summarise data. The center or middle of the data set is shown by the measure of central tendency, and the dispersion among data values is shown by the measure of variation.
A standard deviation is a measure of data dispersion in proportion to the mean. Data are grouped around the mean when "the standard deviation is low, while data are more spread out when the standard deviation is high."
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https://brainly.com/question/13606190
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