When the level of confidence and sample size remain the same,a confidence interval for a population proportion p will be narrower when $\hat { p } ( 1 - \hat { p } )$
is larger than when $\hat { p } ( 1 - \hat { p } )$
is smaller.

Name: When the level of confidence and sample size remain the same,a confidence interval for a population proportion p will be narrower when $\hat { p } ( 1 - \hat { p } )$ is larger than when $\hat { p } ( 1 - \hat { p } )$ is smaller.
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Question

When the level of confidence and sample size remain the same,a confidence interval for a population proportion p will be narrower when $\hat { p } ( 1 - \hat { p } )$ 
is larger than when $\hat { p } ( 1 - \hat { p } )$ 
is smaller.

Quizplus · Accepted Answer

The Answer is False

When the Level of Confidence and Sample Size Remain the Same,a