- 0.287). This means ance that a pair of rande

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A university administrator obtains a sample of the academic records of past and
present scholarship athletes at the university. The administrator reports that no
significant difference was found in the mean GPA for male and female scholarship
athletes (P 0.287). This means
the chance that a pair of randomly chosen male and female scholarship athletes
would have a significant different in GPAS is 0.287.
if there really is no difference in mean GPA for male and female scholarship
athletes, the probability of observing a difference in GPAS between make and
female scholarship athletes as large as that observed in the sample is 0.287.
O the GPAS for male and female scholarship athletes are identical, except for
28.7% of the athletes.
O the maximum difference in GPAS between male and female scholarship athletes
is 0.287.
Transcribed Image Text:A university administrator obtains a sample of the academic records of past and present scholarship athletes at the university. The administrator reports that no significant difference was found in the mean GPA for male and female scholarship athletes (P 0.287). This means the chance that a pair of randomly chosen male and female scholarship athletes would have a significant different in GPAS is 0.287. if there really is no difference in mean GPA for male and female scholarship athletes, the probability of observing a difference in GPAS between make and female scholarship athletes as large as that observed in the sample is 0.287. O the GPAS for male and female scholarship athletes are identical, except for 28.7% of the athletes. O the maximum difference in GPAS between male and female scholarship athletes is 0.287.
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