[Solution Library] The two analyses give different results in testing the null hypothesis H_0:μ _S=μ _F against the alternative hypothesis H_A:μ
Question: The two analyses give different results in testing the null hypothesis \({{H}_{0}}:{{\mu }_{S}}={{\mu }_{F}}\) against the alternative hypothesis \({{H}_{A}}:{{\mu }_{S}}\ne {{\mu }_{F}}\) at the 5% level. Which analysis is more appropriate?
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![[See] Find E(X), the expected value of](/images/solutions/MC-solution-library-62734.jpg "[See] Find E(X), the expected value of")
[See] Find E(X), the expected value of
(Steps Shown) Find Var(X), the variance of
[Solution] Find the standard deviation of
![[All Steps] A researcher wishes to test](/images/solutions/MC-solution-library-62737.jpg "[All Steps] A researcher wishes to test the hypothesis that the")
[All Steps] A researcher wishes to test the hypothesis that the
![[See Steps] A researcher wishes to test](/images/solutions/MC-solution-library-62738.jpg "[See Steps] A researcher wishes to test the hypothesis that the mean")
[See Steps] A researcher wishes to test the hypothesis that the mean
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