A multimedia program designed to improve dietary behavior among low-income women was evaluated by comparing women who were randomly assigned to intervention and control groups. The intervention was a...


A multimedia program designed to improve dietary behavior among low-income<br>women was evaluated by comparing women who were randomly assigned to<br>intervention and control groups. The intervention was a 30-minute session in a<br>computer kiosk in the Food Stamp office. One of the outcomes was the score on<br>a knowledge test taken about 2 months after the program. Here is a summary<br>of the data:<br>Mean St.Dev<br>Intervention 166<br>5.09<br>1.15<br>Control<br>219<br>4.33<br>1.16<br>a) The test had six multiple-choice items that were scored as correct or in-<br>correct, so the total score was an integer between 0 and 6. Do you think<br>this data is Normally distributed? Briefly explain.<br>b) Use an appropriate significance test to determine if the variation differs<br>among the two populations. Use a = .03.<br>c) Carry out the significance test using a two-sided alternative. Report the<br>test statistic with the degrees of freedom and the P-value.<br>d) Find a 87.34% confidence interval for the difference between the two means.<br>Compare the information given by the interval with the information given<br>by the significance test.<br>

Extracted text: A multimedia program designed to improve dietary behavior among low-income women was evaluated by comparing women who were randomly assigned to intervention and control groups. The intervention was a 30-minute session in a computer kiosk in the Food Stamp office. One of the outcomes was the score on a knowledge test taken about 2 months after the program. Here is a summary of the data: Mean St.Dev Intervention 166 5.09 1.15 Control 219 4.33 1.16 a) The test had six multiple-choice items that were scored as correct or in- correct, so the total score was an integer between 0 and 6. Do you think this data is Normally distributed? Briefly explain. b) Use an appropriate significance test to determine if the variation differs among the two populations. Use a = .03. c) Carry out the significance test using a two-sided alternative. Report the test statistic with the degrees of freedom and the P-value. d) Find a 87.34% confidence interval for the difference between the two means. Compare the information given by the interval with the information given by the significance test.

Jun 03, 2022
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