Descriptive statistics for BMI (body mass index) for two different groups (people that regularly exercise and...

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Descriptive statistics for BMI (body mass index) for two different groups (people that regularly exercise and people who do not) are given below: No Exercise group: x =26.8 and s=4.5, n=20 1 x1 Exercise group: x =24.5 and s =2.8, n=17 2 x2 Test whether the exercise group has a lower BMI than the No Exercise group at a=0.05 level of significance. We will assume conditions for normality are verified and affirmed. Find the p-value for this test? (Round to four decimal places) Descriptive statistics for BMI (body mass index) for two different groups (people that regularly exercise and people who do not) are given below: No Exercise group: x =26.8 and s=4.5, n=20 1 x1 Exercise group: x =24.5 and s =2.8, n=17 2 x2 Test whether the exercise group has a lower BMI than the No Exercise group at a=0.05 level of significance. We will assume conditions for normality are verified and affirmed. Find the p-value for this test? (Round to four decimal places)

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Given the hypotheses Null Hypothesis H The mean BMI of the exercise group is greater than or equal t... View the full answer