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We want to see if Taiwanese women with unpaid credlt card debt have similar card balances as Taiwanese men with unpaid credit card debt. In a matched pair study of credit card debt, 181 women were paired with 181 men with the same education level, the same marital status,and the same age. Our null hypothesis is that the average debts are the same: w=Pm: We let d = debt,m-debt for each matched pair. We find d = 10992. and s, = 39341 (in Taiwanese dollars). The degrees of freedom is The value of the test statistic TS = d/(s,//n) is

We want to see if Taiwanese women with unpaid credlt card debt have similar card balances as Taiwanese men with unpaid credit card debt. In a matched pair study of credit card debt, 181 women were paired with 181 men with the same education level, the same marital status,and the same age. Our null hypothesis is that the average debts are the same: w=Pm: We let d = debt,m-debt for each matched pair. We find d = 10992. and s, = 39341 (in Taiwanese dollars). The degrees of freedom is The value of the test statistic TS = d/(s,//n) is

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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We want to see if Taiwanese women with unpaid credit card debt have similar card balances as Taiwanese men with unpaid credit card debt. In a matched pair study of credit card debt, 181 women were paired with 181 men with the same education level, the same marital status,and the same age. Our null hypothesis is that the average debts are the same: w=Pm: We letd= debtm-debt, for each matched pair. We find d = 10992- and s, =39341 (in Taiwanese dollars). The degrees of freedom is The value of the test statistic TS =d/(s,//n) is
Transcribed Image Text:We want to see if Taiwanese women with unpaid credit card debt have similar card balances as Taiwanese men with unpaid credit card debt. In a matched pair study of credit card debt, 181 women were paired with 181 men with the same education level, the same marital status,and the same age. Our null hypothesis is that the average debts are the same: w=Pm: We letd= debtm-debt, for each matched pair. We find d = 10992- and s, =39341 (in Taiwanese dollars). The degrees of freedom is The value of the test statistic TS =d/(s,//n) is
Suppose our alternative hypothesis is um >Hw- Find the P-value and use it to decide whether there is evidence at level of significance 0.05 that women with unpaid credit card debt have a lower level of debt than men (of the same education level, marital status, and age) with unpaid credit card debt. Clearly explain how you decided. O A. There is evidence at level of significance 0.05 that women have a lower level of debt than men B. There is not evidence at level of significance 0.05 that women have a lower level of debt than men}
Transcribed Image Text:Suppose our alternative hypothesis is um >Hw- Find the P-value and use it to decide whether there is evidence at level of significance 0.05 that women with unpaid credit card debt have a lower level of debt than men (of the same education level, marital status, and age) with unpaid credit card debt. Clearly explain how you decided. O A. There is evidence at level of significance 0.05 that women have a lower level of debt than men B. There is not evidence at level of significance 0.05 that women have a lower level of debt than men}
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