Andrew, a fitness coach for a large oil company, would like to test if his exercise program has increased muscle mass in his cliental. he predicts the mean proportion increase in muscle mass is more than 6%. based on the information provided below, conclude whether to reject or not reject h0. h0 : p=0.06; ha : p> 0.06 α=0.05 (significance level) the test statistic is 2.59. the critical value is z0.05=1.65. select two responses below. select all that apply: reject h0.fail to reject h0.the test statistic falls within the rejection region. the test statistic is not in the rejection region

Reject

The test statistic is in the rejection region

Step-by-step explanation:

Since we want to test if the mean predicted by the coach is greater than the mean of the null hypothesis , this is a right-tailed test. It means that, in order to reject , the test statistic must fall to the right (greater than) of the critical value

Given that 2.56 > 1.65 then we reject

The test statistic is in the rejection region (greater than 1.65)

step-by-step explanation:

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