Question
A manufacturer of candy, gum and other snacks wants to compare the daily amounts spent by men and women. To investigate, samples of 9 men
A manufacturer of candy, gum and other snacks wants to compare the daily amounts spent by men and women. To investigate, samples of 9 men and 10 women are selected. Each person is asked to keep a record of the amount spent for a week. The results are as follows. Assume the distribution of the amounts does not follow the normal distribution. At the significance level of 0.05 can we conclude that men spend more? Question to address here: what is the rank sum for men and women respectively?
Amount Spent by Men | Amount Spent by Women |
---|---|
$4.32 | S2.81 |
6.05 | 3.45 |
7.21 | 4.16 |
8.57 | 4.32 |
9.80 | 5.54 |
10.10 | 6.93 |
12.76 | 7.54 |
13.65 | 8.32 |
15.87 | 10.76 |
11.21 |
Select one:
a. 113 and 77
b. 113.5 and 76.5
c. 45 and 55
d. 114 and 76
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