A Let n=65 p = 86% p? : sample proportion. a) Since n · p = [ ] ? 10 and n(1 - p) = [ ] ? 10 , the CLT holds for the sample proportion p?. Round the answers to the next whole number. b) p? ~ Normal (?p? = [ ] % , ?p? = [ ] ). Round the standard deviation to three decimal places.

          A Let n=65 p = 86% p? : sample proportion.
a) Since n · p = [ ] ? 10 and n(1 - p) = [ ] ? 10 , the CLT holds for the sample proportion p?. Round the answers to the next whole number.
b) p? ~ Normal (?p? = [ ] % , ?p? = [ ] ). Round the standard deviation to three decimal places.

A Let n=65 p = 86% p? : sample proportion.
a) Since n · p = [ ] ? 10 and n(1 - p) = [ ] ? 10 , the CLT holds for the sample proportion p?. Round the answers to the next whole number.
b) p? Normal (?p? = [ ] % , ?p? = [ ] ). Round the standard deviation to three decimal places.

Added by Dennis R.

Elementary Statistics a Step by Step Approach

Allan G. Bluman 9th Edition

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Solved by Expert Ana Carolina Da Cruz

07/10/2023

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Let n = 65 p = 86% (sample proportion). a) Since n * p >= 10 and n * (1 - p) >= 10, the CLT holds for the sample proportion p. Round the answers to the next whole number. b) p ~ Normal (mu, sigma). Round the standard deviation to three decimal places.