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Exhibit 12

Question 4

Multiple Choice

Exhibit 12.7 The heights (in cm) for a random sample of 60 males were measured.The sample mean is 166.55,the standard deviation is 12.57,the sample kurtosis is 0.12,and the sample skewness is -0.23.The following table shows the heights subdivided into non-overlapping intervals. Exhibit 12.7 The heights (in cm) for a random sample of 60 males were measured.The sample mean is 166.55,the standard deviation is 12.57,the sample kurtosis is 0.12,and the sample skewness is -0.23.The following table shows the heights subdivided into non-overlapping intervals.   Refer to Exhibit 12.7.Using the p-value approach and   ,the decision and conclusion are: A) Reject the null hypothesis,conclude heights have a normal distribution B) Reject the null hypothesis,conclude heights do not have a normal distribution C) Do not reject the null hypothesis,conclude heights have a normal distribution D) Do not reject the null hypothesis,conclude heights do not have a normal distribution Refer to Exhibit 12.7.Using the p-value approach and Exhibit 12.7 The heights (in cm) for a random sample of 60 males were measured.The sample mean is 166.55,the standard deviation is 12.57,the sample kurtosis is 0.12,and the sample skewness is -0.23.The following table shows the heights subdivided into non-overlapping intervals.   Refer to Exhibit 12.7.Using the p-value approach and   ,the decision and conclusion are: A) Reject the null hypothesis,conclude heights have a normal distribution B) Reject the null hypothesis,conclude heights do not have a normal distribution C) Do not reject the null hypothesis,conclude heights have a normal distribution D) Do not reject the null hypothesis,conclude heights do not have a normal distribution ,the decision and conclusion are:


A) Reject the null hypothesis,conclude heights have a normal distribution
B) Reject the null hypothesis,conclude heights do not have a normal distribution
C) Do not reject the null hypothesis,conclude heights have a normal distribution
D) Do not reject the null hypothesis,conclude heights do not have a normal distribution

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