Question: A classic psychological test involves adding a set of numbers (e.g., 1,000 + 40 + 1,000 + 30 + 1,000 + 20 + 1,000 +
a. Compute the proportion of students in Group 1 that answered correctly.
b. Compute the proportion of students in Group 2 that answered correctly.
c. Why is a statistical test of hypothesis (or confidence interval) required to compare the sample proportions, parts a and b?
d. Conduct a test (at a = .01) to compare the proportions. What inference can the researchers make regarding the two serial addition tasks?
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