In the class legal case of Whitus v. Georgia, a jury pool of 90 people was supposed to be randomly selected from a population in which 27% were minorities. Among the 90 people selected, 7 were minorities. The baseline hypothesis, or null, was that the jury selection process was random. The test hypothesis, or alternative, was the process was not random (suggesting bias). Find the probability of getting 7 or fewer minorities in a world where the jury pool selection process was supposed to be random. Based on the probability you found, which of the following statements is correct based on our discussion of the Rare Event Rule? a. We would Reject the baseline assumption of “process was not random” b. We would Fail to Reject the baseline assumption of “process was not random” c. We would Fail to Reject the baseline assumption of “process was random” d. We would Reject the baseline assumption of “process was random”

In the class legal case of Whitus v. Georgia, a jury pool of 90 people was supposed to be randomly
selected from a population in which 27% were minorities. Among the 90 people selected, 7 were
minorities. The baseline hypothesis, or null, was that the jury selection process was random.
The test hypothesis, or alternative, was the process was not random (suggesting bias).
Find the probability of getting 7 or fewer minorities in a world where the jury pool selection process
was supposed to be random. Based on the probability you found, which of the following statements is correct based on our discussion of the Rare Event Rule?
a. We would Reject the baseline assumption of “process was not random”
b. We would Fail to Reject the baseline assumption of “process was not random”
c. We would Fail to Reject the baseline assumption of “process was random”
d. We would Reject the baseline assumption of “process was random”