One way to measure a person's fitness is to measure their body fat percentage. Average body fat percentages vary by age, but according to some guidelines, the normal range for men is 15-20% body fat, and the normal range for women is 20-25% body fat The body fat of 25 gym goers was measured by a trainer and the Mean and standard deviation for each group is summarized in table below. Group Sample Size (n) Average (X-bar) Standard deviation (s) Women 2 122.29 5.32 Men 14.95 https://www.webassign.net/csalt/index.html#/toolset/inferential-statistics Use the data in the table to conduct a hypothesis test to test whether or not the mean body fat percentage of women who exercise regularly is greater than 3 percentage points more than men who also exercise regularly. A) What should the Null hypothesis say about the body fat percentage of women compared to the mean Choose body fat percentage of males? B) What should the Alternative hypothesis say about the mean body fat percentage of women compared to the Choose mean body fat percentage of males? C) Is the p-value for your test less than 0.05? "yes or "no Choose D) At the 0.05 significance level is there enough evidence to conclude that the mean body fat percentage for women Choose is more than Bie greater than men? yes or no E) At the 0.01 significance level is there enough evidence to conclude that the mean body fat percentage for women Choose is more than 3 7: greater than men? yes or ing F) Does the 95%% confidence interval support the alternative hypothesis? "yes or "no" Choose G) Why or Why not does the 95fe confidence interval support the alternative hypothesis