Question

In a hypothesis testing of a particular claim that the proportion of teenagers who like to read is 36%, we find the confidence interval of a sample to be (0.31, 0.34). In using the confidence interval to make a decision, we determine which of the following: Fail to reject null hypothesis since the claim is within the confidence interval Reject the null hypothesis since the claim is outside of the confidence interval Determine the p-value because there is not enough information. Further research needs to be done.

          In a hypothesis testing of a particular claim that the proportion of teenagers who like to
read is 36%, we find the confidence interval of a sample to be (0.31, 0.34). In using the
confidence interval to make a decision, we determine which of the following:
Fail to reject null hypothesis since the claim is within the confidence interval
Reject the null hypothesis since the claim is outside of the confidence interval
Determine the p-value because there is not enough information.
Further research needs to be done.

In a hypothesis testing of a particular claim that the proportion of teenagers who like to
read is 36%, we find the confidence interval of a sample to be (0.31, 0.34). In using the
confidence interval to make a decision, we determine which of the following:
Fail to reject null hypothesis since the claim is within the confidence interval
Reject the null hypothesis since the claim is outside of the confidence interval
Determine the p-value because there is not enough information.
Further research needs to be done.

Added by Jamie B.

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