The week before the bill to repeal Obamacare came up for consideration in the Senate, one polling agency increased the size of the random sample of U.S. adults they surveyed on this issue from 500 to 1500. What effect would this increase have on the polling agency's estimate of the proportion of U.S. adults in favor of repealing Obamacare, assuming the true proportion in favor remained constant? (A) A reduction in the variability of the estimate (B) An increase in the variability of the estimate (C) A reduction in the bias of the estimate (D) An increase in the bias of the estimate (E) A reduction in both the variability and the bias of the estimate

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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The week before the bill to repeal Obamacare came up for consideration in the Senate, one polling
agency increased the size of the random sample of U.S. adults they surveyed on this issue from 500 to
1500. What effect would this increase have on the polling agency's estimate of the proportion of U.S.
adults in favor of repealing Obamacare, assuming the true proportion in favor remained constant?
(A) A reduction in the variability of the estimate
(B) An increase in the variability of the estimate
(C) A reduction in the bias of the estimate
(D) An increase in the bias of the estimate
(E) A reduction in both the variability and the bias of the estimate
Transcribed Image Text:The week before the bill to repeal Obamacare came up for consideration in the Senate, one polling agency increased the size of the random sample of U.S. adults they surveyed on this issue from 500 to 1500. What effect would this increase have on the polling agency's estimate of the proportion of U.S. adults in favor of repealing Obamacare, assuming the true proportion in favor remained constant? (A) A reduction in the variability of the estimate (B) An increase in the variability of the estimate (C) A reduction in the bias of the estimate (D) An increase in the bias of the estimate (E) A reduction in both the variability and the bias of the estimate
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