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To Construct a Confidence Interval for the Difference of Two

Question 59

Multiple Choice

To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and

A) only one of To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1 - To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ? 10 or To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1 - To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ? 10 must be true.
B) To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1- To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1- To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ?100.
C) both To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1 - To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ? 10 and To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1 - To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ? 10 must be true.
D) To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1- To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) + To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. (1- To construct a confidence interval for the difference of two population proportions the samples must be independently obtained random samples, both must consist of less than 5% of the population, and A) only one of (1 - ) ? 10 or (1 - ) ? 10 must be true. B) (1- ) (1- ) ?100. C) both (1 - ) ? 10 and (1 - ) ? 10 must be true. D) (1- ) + (1- ) ?20. ) ?20.

To Construct a Confidence Interval for the Difference of Two

Multiple Choice

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