If a random sample of size n=9 is taken from N(8, variance), showed that the sample variance is 0.91661, then the 90% confidence interval for the population variance is * Hint: Xo.0s.s) = 15.507, xo958) = 2.733 (0.152.1.125) (0.473. 2.683) (0.524, 1.699) (0.688. 1.638)
If a random sample of size n=9 is taken from N(8, variance), showed that the sample variance is 0.91661, then the 90% confidence interval for the population variance is * Hint: Xo.0s.s) = 15.507, xo958) = 2.733 (0.152.1.125) (0.473. 2.683) (0.524, 1.699) (0.688. 1.638)
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If a random sample of size n=D9 is taken from N(8, variance), showed that the sample variance
is 0.91661, then the 90% confidence interval for the population variance is *
Hint : Xo.05.s) = 15.507, Xo.95.8) = 2.733
(0.152.1.125)
(0.473. 2.683)
(0.524, 1.699)
(0.688. 1.638)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3b09d44f-1bc3-424e-81f2-820ff83653c9%2F01906921-9a44-4421-ab2c-b694e32632f3%2F6lvxjt_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1
If a random sample of size n=D9 is taken from N(8, variance), showed that the sample variance
is 0.91661, then the 90% confidence interval for the population variance is *
Hint : Xo.05.s) = 15.507, Xo.95.8) = 2.733
(0.152.1.125)
(0.473. 2.683)
(0.524, 1.699)
(0.688. 1.638)
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