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As the sample size increases the probability increases that the population parameter is more closely estimated by the statistic; thus, the estimator is.


A) unbiased
B) biased
C) consistent
D) inconsistent

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A researcher can expect to obtain more accurate estimates of population parameters with random samples from populations in which the variability in scores to be sampled is .


A) large; large
B) small; small
C) large; small
D) small; large

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If each member of a population has an equal chance of being selected for a sample and the selection of one member of the population is independent of the selection of another member, then the method of sampling is sampling.


A) stratified random
B) diversified non-random
C) simple random
D) consistent random

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Which of the following statements is true?


A) The larger the sample size, the larger the variance.
B) The higher the confidence level, the smaller the confidence interval.
C) The smaller the sample size, the smaller the confidence interval.
D) The larger the sample size, the smaller the standard error.

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D

Which of the following considerations influences how well a statistic estimates a parameter?


A) The sampling method used.
B) The size of the sample.
C) The variability of scores in the population.
D) All the above.

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A theoretical probability distribution of values of a statistic resulting from selecting all possible samples of size N from a population is called a distribution of that statistic.


A) simple
B) sampling
C) relative frequency
D) normal

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A frequency distribution of sample means obtained by actually selecting samples from a population and then computing the means of those samples is called a(n) sampling distribution of the mean.


A) random
B) empirical
C) theoretical
D) actual

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If s = 10 and s X = 2, then N must be equal to.


A) 20
B) 25
C) 5
D) cannot determine from the

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Sampling error


A) mistakes made in selecting a sample of subjects
B) the difference Xˉμ\bar { X } - \mu
C) the difference XXˉX - \bar { X }
D) the difference μXˉμ\mu _ { \bar { X } } - \mu refers to.

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Suppose you have a statistic such that, as the sample size becomes larger, the probability that the statistic comes closer to the parameter it estimates does not increase. This statistic is estimator.


A) not a consistent
B) a biased
C) an unbiased
D) a consistent

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The estimated standard error of the mean, s X  The estimated standard error of the mean, s X    A)   s ^ { 2 } / N  B)   s / \sqrt { N }  C)   s / N  D)   s ^ { 2 } / \sqrt { N }


A) s2/Ns ^ { 2 } / N
B) s/Ns / \sqrt { N }
C) s/Ns / N
D) s2/Ns ^ { 2 } / \sqrt { N }

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B

A standard error of the mean is a standard deviation of a.


A) population
B) sample
C) population parameter
D) sampling distribution of the mean

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D

If an estimator is consistent, more accurate estimates of population parameters will be obtained from samples that are.


A) smaller
B) symmetrical
C) unimodal
D) larger

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A sampling distribution of the mean can be described in terms of its.


A) shape
B) mean
C) standard deviation
D) all the above

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To obtain accurate estimates of a parameter, a sample should be.


A) inconsistent
B) representative of the population
C) simply selected
D) non-representative of the population

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The value of s X is affected by the size of the sample and the.


A) mean of scores in the sample
B) mean of the population
C) variance of the population
D) shape of the frequency distribution

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You can be about percent confident that an interval that includes the values between one standard error below the sample mean and one standard error above the sample mean will include the population mean.


A) 34
B) 68
C) 95
D) 99

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The the variation in the population and the the sample size, then the larger the estimated standard error.


A) less; larger
B) more; larger
C) more; smaller
D) less; smaller

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An interval in which we can have a specified confidence that the interval includes μ is called a(n) .


A) confidence limit
B) estimation interval
C) confidence point
D) confidence interval

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As sample size increases, a sampling distribution of the mean will approximate a normal distribution, regardless of the shape of the distribution of scores in the population. This characteristic of the sampling distribution of the mean is stated in the.


A) principle of normalcy
B) principle of empiricism
C) central limit theorem
D) independence theorem

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