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Which would you expect to have a higher standard deviation: data scores that are spread out...

  1. Which would you expect to have a higher standard deviation: data scores that are spread out or data scores that are close together?

2 .In a survey of U.S. households, 588 had home computers while 722 did not. Use this sample to estimate the probability of a household having a home computer.

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Answer #1

Answer - 1: Data scores that are spread out would be expected to have greater standard deviation.

Answer - 2: P(Household have a home computer) = 588 / (588 + 722) = 0.4489

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