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In Ordinary Small Sample Tests of a Hypothesis About a Single

Question 56

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In ordinary small sample tests of a hypothesis about a single mean, the normal curve is not an adequate model for evaluating the outcome. The factor that is responsible is that

A) In ordinary small sample tests of a hypothesis about a single mean, the normal curve is not an adequate model for evaluating the outcome. The factor that is responsible is that A) varies too much from sample to sample B) the sampling distribution of is not normal for small samples C) is a variable D) is biased for small samples
varies too much from sample to sample
B) the sampling distribution of In ordinary small sample tests of a hypothesis about a single mean, the normal curve is not an adequate model for evaluating the outcome. The factor that is responsible is that A) varies too much from sample to sample B) the sampling distribution of is not normal for small samples C) is a variable D) is biased for small samples
is not normal for small samples
C) In ordinary small sample tests of a hypothesis about a single mean, the normal curve is not an adequate model for evaluating the outcome. The factor that is responsible is that A) varies too much from sample to sample B) the sampling distribution of is not normal for small samples C) is a variable D) is biased for small samples
is a variable
D) In ordinary small sample tests of a hypothesis about a single mean, the normal curve is not an adequate model for evaluating the outcome. The factor that is responsible is that A) varies too much from sample to sample B) the sampling distribution of is not normal for small samples C) is a variable D) is biased for small samples
is biased for small samples

In Ordinary Small Sample Tests of a Hypothesis About a Single

Multiple Choice

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