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UIUC STAT 400 - 400Ex8_1_2ans

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STAT 400 Lecture AL1 Answers for 8.1 (Part 2) Spring 2015 Dalpiaz The  2 Distribution r  20.995  20.99  20.975  20.95  20.90  20.10  20.05  20.025  20.01  20.005 24 9.886 10.86 12.40 13.85 15.66 33.20 36.42 39.36 42.98 45.56 40 20.71 22.16 24.43 26.51 29.05 51.80 55.76 59.34 63.69 66.77 1. s = 0.02. n = 41. a) Claim:  2  0.0003 H 0 :  2  0.0003 vs. H 1 :  2 > 0.0003 s = 0.02. n = 41. Test Statistic:   00030020141122 022 s..n  = 53.3333. Rejection Region: Right – tailed. Reject H 0 if 22  n – 1 = 40 degrees of freedom.  = 0.05 2050. = 55.76. Reject H 0 if 2 > 55.76. The value of the test statistic does not fall into the Rejection Region. Do NOT Reject H 0 at  = 0.05. b)  = 0.10 2100. = 51.80. Reject H 0 if 2 > 51.80. The value of the test statistic does fall into the Rejection Region. Reject H 0 at  = 0.10.2. Claim:  < 0.5 H 0 :   0.5 vs. H 1 :  < 0.5 s = 0.4. n = 25. Test Statistic:   222 022 5.04.01251σsχ n = 15.36. Rejection Region: Left – tailed. Reject H 0 if 212  n – 1 = 24 degrees of freedom.  = 0.05 2950. = 13.85. Reject H 0 if 2 < 13.85. The value of the test statistic does not fall into the Rejection Region. Do NOT Reject H 0 at  = 0.05. 3. Claim:  2  12 H 0 :  2  12 vs. H 1 :  2 > 12 s 2 = 16. n = 25. Test Statistic:   121612512 022s n = 32. Rejection Region: Right – tailed. Reject H 0 if 22  n – 1 = 24 degrees of freedom.  = 0.05 2050. = 36.42. Reject H 0 if 2 > 36.42. The value of the test statistic does not fall into the Rejection Region. Do NOT Reject H 0 at  =


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UIUC STAT 400 - 400Ex8_1_2ans

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