The dean of students affairs at a college wants to test the claim that 40% of...

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The dean of students affairs at a college wants to test the claim that 40% of all undergraduate students reside in the college dormitories. If 53 out of 66 randomly selected undergraduate students reside in the dormitories, does this support dean's claim with a = 0.01? Test statistic: Critical Value: Do we accept or reject Dean's claim? A. There is not sufficient evidence to reject Dean's claim. B. Reject Dean's claim that 40% of undergraduatute students live in dormitories. The dean of students affairs at a college wants to test the claim that 40% of all undergraduate students reside in the college dormitories. If 53 out of 66 randomly selected undergraduate students reside in the dormitories, does this support dean's claim with a = 0.01? Test statistic: Critical Value: Do we accept or reject Dean's claim? A. There is not sufficient evidence to reject Dean's claim. B. Reject Dean's claim that 40% of undergraduatute students live in dormitories.