Solution Found!
Last name and acquisition timing. Refer to the Journal of
Chapter 8, Problem 65E(choose chapter or problem)
Problem 65E
Last name and acquisition timing. Refer to the Journal of Consumer Research (August 2011) study of the last name effect in acquisition timing, Exercise 8.13 (p. 433). Recall that the mean response times (in minutes) to acquire basketball tickets were compared for two groups of MBA students-those students with last names beginning with one of the first nine letters of the alphabet and those with last names beginning with one of the last nine letters of the alphabet. How many MBA students from each group would need to be selected to estimate the difference in mean times to within 2 minutes of its true value with 95% confidence? (Assume equal sample sizes were selected for each group and that the response time standard deviation for both groups is σ ≈ 9 minutes.)
Questions & Answers
QUESTION:
Problem 65E
Last name and acquisition timing. Refer to the Journal of Consumer Research (August 2011) study of the last name effect in acquisition timing, Exercise 8.13 (p. 433). Recall that the mean response times (in minutes) to acquire basketball tickets were compared for two groups of MBA students-those students with last names beginning with one of the first nine letters of the alphabet and those with last names beginning with one of the last nine letters of the alphabet. How many MBA students from each group would need to be selected to estimate the difference in mean times to within 2 minutes of its true value with 95% confidence? (Assume equal sample sizes were selected for each group and that the response time standard deviation for both groups is σ ≈ 9 minutes.)
ANSWER:
Step 1 of 2
Find the sample size by using margin of error as 2.
Consider the confidence level 95% and .
Let the confidence level be 0.95.
From Table II, “Appendix D”, the required value for 95% confidence level is 1.96.
Thus, .