Question: Suppose a 95% confidence interval for the difference in the proportion of female students who regularly drink coffee and the proportion of male students who

Suppose a 95% confidence interval for the difference in the proportion of female students who regularly drink coffee and the proportion of male students who regularly drink coffee (π_F – π_M) is (–0.023, 0.137). From this, you can conclude that:

A. You have strong evidence that the proportion of male students who regularly drink coffee is larger than the proportion of female students who regularly drink coffee.

B. You have strong evidence that the proportion of female students who regularly drink coffee is larger than the proportion of male students who regularly drink coffee.

C. You have strong evidence that the proportion of male student who regularly drink coffee differs from the proportion of female students who regularly drink coffee.

D. You do not have strong evidence that the proportion of male student who regularly drink coffee differs from the proportion of female students who regularly drink coffee.

E. You have convincing evidence that the proportion of male student who regularly drink coffee is the same as the proportion of female students who regularly drink coffee.

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