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Multiple Choice
A) we must have done something wrong in collecting data.
B) our interval was too wide.
C) we made a mistake in calculation.
D) this will happen a fixed percentage of the time.
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Multiple Choice
A) always positive.
B) positive if the sample mean is too small.
C) negative whenever the sample standard deviation is negative.
D) positive if the sample mean is larger than the hypothesized population mean.
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Multiple Choice
A) a point estimate.
B) an interval estimate.
C) a population estimate.
D) a parameter.
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Multiple Choice
A) Confidence intervals are the boundaries of confidence limits.
B) Confidence intervals always enclose the population mean.
C) Sample size does not affect the calculation of t .
D) Confidence limits are the boundaries of confidence intervals.
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Essay
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True/False
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True/False
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Multiple Choice
A) the value of t .
B) the probability of getting at least that large a value of t if the null hypothesis is false.
C) the probability of getting at least that large an absolute value of t if the null hypothesis is true.
D) the probability that the null hypothesis is true.
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Multiple Choice
A) a greater difference between the sample mean and the population mean.
B) an increase in sample size.
C) a decrease in sample variance.
D) a smaller significance level ( a ) .
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Multiple Choice
A) will be close to the population mean.
B) will slightly underestimate the population mean.
C) will slightly overestimate the population mean.
D) will equal the population mean.
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Multiple Choice
A) The sample mean of the college skiers was significantly different from the population mean.
B) The sample mean of the college skiers was not significantly different from the population mean.
C) The null hypothesis was true.
D) The sample mean was greater than the population mean.
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True/False
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Multiple Choice
A) depends on how fussy you are.
B) depends on the sample size.
C) depends on whether you are solving for t or z .
D) doesn't depend on anything.
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Short Answer
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Multiple Choice
A) 2
B) 3
C) 15
D) 0.60
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Short Answer
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Multiple Choice
A) the population mean.
B) the distribution of the population mean over many populations.
C) the distribution of sample means over repeated samples.
D) the mean of the distribution of the sample.
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Multiple Choice
A) the probability is .95 that the sample mean lies between 112.5 and 118.4.
B) the probability is .05 that the population mean lies between 112.5 and 118.4.
C) an interval computed in this way has a probability of .95 of bracketing the population mean.
D) the population mean is not less than 112.5.
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Multiple Choice
A) when the difference in means is itself meaningful
B) when it is clearer to the reader to talk about a percentage
C) when some other measure conveys more useful information
D) all of the above
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