. Standard deviation is a measure of the ________.center of a data setposition of a data value in a data setarea under a normal curvespread of a distribution
Question
. Standard deviation is a measure of the ________.center of a data setposition of a data value in a data setarea under a normal curvespread of a distribution
Solution
Standard deviation is a measure of the spread of a distribution.
Similar Questions
What does the standard deviation measure?a.Spread of datab.Central tendencyc.Skewness of datad.Variability of data
What does the standard deviation measure?*1 pointHow spread out the values in a data set areThe difference between the highest and lowest valuesThe most frequently occurring value in a data setThe average value in a data set
Standard deviation is a measure of:a. rangeb. central tendencyc. inferenced. dispersion
Standard deviation measures the extent to which the values are scattered around the central mean.Group of answer choicesTrueFalse
What does the standard deviation measure?
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