Mathematics, 22.05.2021 07:00 reinasuarez964
Find and interpret the standard deviation of each set of data.
{145, 166, 171, 150, 188}
15.2; Since the standard deviation is large compared to the mean of 164, the data are relatively spread out.
15.2; Since the standard deviation is small compared to the mean of 164, the data are relatively close to the mean.
15.40; Since the standard deviation is large compared to the mean of 164, the data are relatively spread out.
15.40; Since the standard deviation is small compared to the mean of 164, the data are relatively close to the mean.
Answers: 3
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Find and interpret the standard deviation of each set of data.
{145, 166, 171, 150, 188}
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