Question: Consider the computer output below. Difference = mu (1) mu (2) Estimate for difference: 3.91 95% upper bound for difference: ? T-test of difference =

Consider the computer output below.

Two-Sample T-Test and CI Sample Mean StDev SE Mean 0.55 15 2.13 54.73 58.64 20 5.28 1.2

Difference = mu (1) €“ mu (2)

Estimate for difference: €“3.91

95% upper bound for difference: ?

T-test of difference = 0(vs <): T-value = €“3.00 P-value = ? DF = ?

(a) Fill in the missing values. Is this a one-sided or a two-sided test? Use lower and upper bounds for the P-value.

(b) What are your conclusions if α = 0.05? What if α = 0.01?

(c) This test was done assuming that the two population variances were different. Does this seem reasonable?

(d) Suppose that the hypotheses had been H0: μ1 = μ2 versus H0: μ1 ‰  μ2. What would your conclusions be if α = 0.05?

Two-Sample T-Test and CI Sample Mean StDev SE Mean 0.55 15 2.13 54.73 58.64 20 5.28 1.2

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a The 95 upper onesided confidence interval t 00526 1706 Pvalue Pt 300 00025 Pva... View full answer

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