QUESTION 25
Suppose professor finds that for 16 randomly selected students the time needed to complete an assignment had a sample mean of 65 minutes and a sample standard deviation of 40 minutes. The 98% confidence interval estimate for the population mean is:
QUESTION 26
After estimating the interval in the previous question, we can interpret it as:
a. |
We are 98% confident that the sample mean falls into the estimated interval. |
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b. |
We are 98% confident that the estimated interval contains the population mean. |
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c. |
We are 98% confident that the estimated interval contains the sample mean. |
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d. |
We are 98% confident that the true mean falls into the estimated interval. |
QUESTION 27
For two unbiased point estimators of the same parameter, the point estimator with the smaller variance is said to have
a. |
smaller relative efficiency |
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b. |
smaller relative consistency |
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c. |
greater relative efficiency |
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d. |
greater relative consistency |
QUESTION 28
When sample size gets larger, an unbiased point estimator gets closer and closer to the parameter it estimates. This property is called:
a. |
consistency |
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b. |
relative estimation |
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c. |
efficiency |
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d. |
unbiased efficiency |
QUESTION 29
X-bar is an unbiased estimator of µ because
a. |
standard error of X-bar equals sigma/ square root of n |
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b. |
expected value of X-bar equals µ |
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c. |
shape of distribution of X-bar is normal. |
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d. |
Expected value of X-bar is greater than 1. |
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