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The 95% Confidence Interval for a Population Mean Is Calculated

Question 51

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The 95% confidence interval for a population mean is calculated as follows:

A) population mean The 95% confidence interval for a population mean is calculated as follows: A) population mean (.95) (estimated standard error) B) population mean (t critical) (estimated standard error) C) sample mean1 (t critical) (estimated standard error) D) sample mean (.95) (estimated standard error) (.95) (estimated standard error)
B) population mean The 95% confidence interval for a population mean is calculated as follows: A) population mean (.95) (estimated standard error) B) population mean (t critical) (estimated standard error) C) sample mean1 (t critical) (estimated standard error) D) sample mean (.95) (estimated standard error) (t critical) (estimated standard error)
C) sample mean1 The 95% confidence interval for a population mean is calculated as follows: A) population mean (.95) (estimated standard error) B) population mean (t critical) (estimated standard error) C) sample mean1 (t critical) (estimated standard error) D) sample mean (.95) (estimated standard error) (t critical) (estimated standard error)
D) sample mean The 95% confidence interval for a population mean is calculated as follows: A) population mean (.95) (estimated standard error) B) population mean (t critical) (estimated standard error) C) sample mean1 (t critical) (estimated standard error) D) sample mean (.95) (estimated standard error) (.95) (estimated standard error)

The 95% Confidence Interval for a Population Mean Is Calculated

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