From the given information in each case below, state what you know about the P-value for a chi-square test and give the conclusion for a significance level of ? = 0.01. Use Table 8 in Appendix A.
(a) X2 = 5, df = 2
< P-value <
Conclusion:
Reject H0
Fail to reject H0
(b) X2 = 12.1, df = 6
< P-value <
Conclusion:
Reject H0
Fail to reject H0
(c) X2 = 21.24, df = 9
< P-value <
Conclusion:
Reject H0
Fail to reject H0
(d) X2 = 20.92, df = 4
P-value ---Select--- < >
=
Conclusion:
Reject H0
Fail to reject H0
(e) X2 = 5.3, df = 3
P-value ---Select--- < =
>
Conclusion:
Reject H0
Fail to reject H0
(a) X2 = 5, df = 2
Using Table 8 in appendix A, we got P value = 0.0821
So, P value
Conclusion: Fail to reject null hypothesis because p value is insignificant.
(b) X2 = 12.1, df = 6
Using Table 8 in appendix A, we got P value = 0.0598
So, P value
Conclusion: Fail to reject null hypothesis because p value is insignificant.
(c) X2 = 21.24, df = 9
Using Table 8 in appendix A, we got P value = 0.0116
So, P value
Conclusion: Fail to reject null hypothesis because p value is insignificant.
(d) X2 = 20.92, df = 4
Using Table 8 in appendix A, we got P value = 0.0003
So, P value
Conclusion: Reject null hypothesis because p value is significant.
(e) X2 = 5.3, df = 3
Using Table 8 in appendix A, we got P value = 0.1511
So, P value
Conclusion: Fail to reject null hypothesis because p value is insignificant.
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