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When sampling from a nonnormal distribution with an known variance, which statistic should be used if the sample size is large and if the respective sample size is small?

A)
z-statistic; z-statistic.
B)
z-statistic; not available.
C)
t-statistic; t-statistic.


When you are sampling from a:

and the sample size is small, use a: and the sample size is large, use a:
Normal distribution with a known variance z-statistic z-statistic
Normal distribution with an unknown variance t-statistic t-statistic*
Nonnormal distribution with a known variance not available z-statistic
Nonnormal distribution with an unknown variance not available t-statistic*

*The z-statistic is theoretically acceptable here, but use of the t-statistic is more conservative.

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Which of the following statements about sample statistics is least accurate?

A)
The z-statistic is used to test normally distributed data with a known variance, whether testing a large or a small sample.
B)
The z-statistic is used for nonnormal distributions with known variance, but only for large samples.
C)
There is no sample statistic for non-normal distributions with unknown variance for either small or large samples.


There is no sample statistic for non-normal distributions with unknown variance for small samples, but the t-statistic is used when the sample size is large.

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Studies of performance of a sample of mutual fund managers most likely suffer from:

A)
sample-selection bias.
B)
survivorship bias.
C)
look-ahead bias.


Studies of the performance of mutual fund managers often suffer from survivorship bias as poorly performing funds are closed down and are not included in the sample.

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