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Mathematics, 06.06.2020 02:00 jesse1384
Some college professors make bound lecture notes available to their classes in an effort to improve teaching effectiveness. In a study, two groups of students were surveyed –86 students enrolled in a promotional strategy class that required the purchase of lecture notes and 35 students enrolled in a sales/retailing elective that did not offer lecture notes. At the end of the semester, students were asked to respond to the statement, "Having a copy of the lectrure notes was (would be) helpful in understanding the material." Responses were measured on a 9-point semantic difference scale, where 1=strongly disagree and 9=strongly agree.
A summary of the results is reported in the follow:
Classes Buying Lecture Notes Classes Not Buying Lecture Notes
n1=86 n2=35
X1=8.48 X2=7.80
S21=.94 S22=2.99
a. Describe the two populations involved in the comparison.
b. Do the samples provides sufficient evidence to conclude that there is a difference in the mean responses of the two groups of the students? Test using α=.01
c. Construct a 99% confidence interval for (μ1-μ2). Interpret the result.
d. Would a 95% confidence interval for (μ1-μ2) be narrow or wider than the one you found in part c? Why?
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