Independent random samples of 100 east-side residents and 120 west-side residents of a large city were asked whether they will vote for candidate Jones in an upcoming election. Of the 100 east-side residents, 70 said they plan to vote for Jones. Of the 120 west-side residents, 72 said they plan to vote for Jones. In the calculation of a 90% confidence interval for the difference in the proportion of east-side and the proportion of west-side residents that will vote for candidate Jones, which of the following is the margin of error? (A) 1.28 (0.7)(0.3) (0.6)(0.4) 100 120 (B) 1.645 (0.7)(0.3) (0.6)(0.4) 100 120 (C) 1.96 + (0.7)(0.3) (0.6)(0.4) 100 120 142 78 1 1 (D) 1.645 + 220 220 100 120 142 78 1 1 (E) 1.96 + 220 220 100 120

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Independent random samples of 100 east-side residents and 120 west-side residents of a large city
were asked whether they will vote for candidate Jones in an upcoming election. Of the 100 east-side
residents, 70 said they plan to vote for Jones. Of the 120 west-side residents, 72 said they plan to
vote for Jones. In the calculation of a 90% confidence interval for the difference in the proportion of
east-side and the proportion of west-side residents that will vote for candidate Jones, which of the
following is the margin of error?
(A) 1.28
(0.7)(0.3) (0.6)(0.4)
100
120
(B) 1.645 (0.7)(0.3) (0.6)(0.4)
100
120
(C) 1.96
+
(0.7)(0.3) (0.6)(0.4)
100
120
142 78
1
1
(D) 1.645
+
220 220
100
120
142
78
1
1
(E) 1.96
+
220
220 100 120
Transcribed Image Text:Independent random samples of 100 east-side residents and 120 west-side residents of a large city were asked whether they will vote for candidate Jones in an upcoming election. Of the 100 east-side residents, 70 said they plan to vote for Jones. Of the 120 west-side residents, 72 said they plan to vote for Jones. In the calculation of a 90% confidence interval for the difference in the proportion of east-side and the proportion of west-side residents that will vote for candidate Jones, which of the following is the margin of error? (A) 1.28 (0.7)(0.3) (0.6)(0.4) 100 120 (B) 1.645 (0.7)(0.3) (0.6)(0.4) 100 120 (C) 1.96 + (0.7)(0.3) (0.6)(0.4) 100 120 142 78 1 1 (D) 1.645 + 220 220 100 120 142 78 1 1 (E) 1.96 + 220 220 100 120
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