4.34. Consider the Minitab output below. ONE-SAMPLE Z Test of mu = 30 vs not = 30 The assumed standard deviation = 1.3 N Mean SE Mean 95% CI Z P 15 31.400 0.336 (30.742, 32.058) ? ? a. Fill in the missing values. What conclusions would you draw? b. Is this a one-sided or two-sided test? c. Use the output and a normal table to find a 95% CI on the mean. d. How was the SE mean calculated? e. What is the P-value if the alternative hypothesis is H? : ? > 30?
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The missing values are already filled in the output. The sample size (N) is 15, the sample mean is 31.4, and the standard error of the mean (SE Mean) is 0.336. The 95% confidence interval is (30.742, 32.058). Since the entire confidence interval is above 30, we Show more…
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Consider the Minitab output below. One-Sample Z Test of mu = 30 vs not = 30 The assumed standard deviation = 1.3 N Mean SE Mean 95% CI Z P 15 31.400 0.336 (30.742, 32.058) ? ? (a) Fill in the missing values. What conclusions would you draw? (b) Is this a one-sided or two-sided test? (c) Use the output and a normal table to find a 95% CI on the mean. (d) How was the SE mean calculated? (e) What is the P-value if the alternative hypothesis is H1: μ > 30?
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One-Sample Z: Test of mu = 35 vs not = 35 The assumed standard deviation = 1.8 Variable N Mean StDev SE Mean Z P x 25 35.710 1.475 ? ? ? (a) Fill in the missing items. What conclusions would you draw? (b) Is this a one-sided or a two-sided test? (c) What would the P-value be if the alternative hypothesis is H1 : μ >35?
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