Suppose a test is to be performed of H₁: = 39 versus H₁:39 at the α = 0.05 significance level. A random sample of size n = 23 from the population of interest yields >= 41.1 and sx = 3.5. Assume that the conditions for carrying out the test are met. What are the appropriate test statistic and P-value? Find the t-table here and the z-table here. O t = 2.877, P-value = 0.0044 O t = 2.877, P-value = 0.0088 O t= 5.38, P-value = 0.00002 O z = 2.877, P-value = 0.002 O z = 2.877, P-value = 0.004

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Suppose a test is to be performed of H₁: = 39 versus H₁
#39 at the α = 0.05 significance level. A random sample
of size n = 23 from the population of interest yields = 41.1 and sx = 3.5. Assume that the conditions for carrying out
the test are met.
What are the appropriate test statistic and P-value?
Find the t-table here and the z-table here.
t = 2.877, P-value = 0.0044
O t = 2.877, P-value = 0.0088
O t= 5.38, P-value = 0.00002
z = 2.877, P-value = 0.002
O z = 2.877, P-value = 0.004
Transcribed Image Text:Suppose a test is to be performed of H₁: = 39 versus H₁ #39 at the α = 0.05 significance level. A random sample of size n = 23 from the population of interest yields = 41.1 and sx = 3.5. Assume that the conditions for carrying out the test are met. What are the appropriate test statistic and P-value? Find the t-table here and the z-table here. t = 2.877, P-value = 0.0044 O t = 2.877, P-value = 0.0088 O t= 5.38, P-value = 0.00002 z = 2.877, P-value = 0.002 O z = 2.877, P-value = 0.004
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