A survey of 500 randomly selected students was taken and 200 responded that they favor candidate Z for class president (p ₁ = 0.4). Just before the election, another survey of 700 students was taken and 450 students responded that the favor candidate Z (P 2 = 0.6429). A 98% two-proportion z confidence interval for the true difference between p₁ and p 2 was found to be (-0.3090, -0.1767). What is the meaning of the interval in the context of the problem? O There has been no change in support for the candidate. O There has been a substantial drop in support for the candidate. O There has been substantial gain in support for the candidate. O It is probable for the candidate to get most of the votes because support has risen more than 50%. O It is not probable for the candidate to get most of the votes because the interval is negative.
A survey of 500 randomly selected students was taken and 200 responded that they favor candidate Z for class president (p ₁ = 0.4). Just before the election, another survey of 700 students was taken and 450 students responded that the favor candidate Z (P 2 = 0.6429). A 98% two-proportion z confidence interval for the true difference between p₁ and p 2 was found to be (-0.3090, -0.1767). What is the meaning of the interval in the context of the problem? O There has been no change in support for the candidate. O There has been a substantial drop in support for the candidate. O There has been substantial gain in support for the candidate. O It is probable for the candidate to get most of the votes because support has risen more than 50%. O It is not probable for the candidate to get most of the votes because the interval is negative.
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Problem 1P
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![A survey of 500 randomly selected students was taken and 200 responded that they favor candidate Z for class president (p ₁ = 0.4). Just before the election, another survey of 700 students was taken and 450 students responded that they
favor candidate Z (P 2 = 0.6429). A 98% two-proportion z confidence interval for the true difference between p ₁ and p 2 was found to be (-0.3090, -0.1767). What is the meaning of the interval in the context of the problem?
O There has been no change in support for the candidate.
O There has been a substantial drop in support for the candidate.
O There has been a substantial gain in support for the candidate.
O It is probable for the candidate to get most of the votes because support has risen more than 50%.
O It is not probable for the candidate to get most of the votes because the interval is negative.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9459fbbc-4853-45b5-8c0e-458b75bc654a%2F1c8edf47-1486-44da-a20d-f8cb4259015a%2Fsje0co_processed.png&w=3840&q=75)
Transcribed Image Text:A survey of 500 randomly selected students was taken and 200 responded that they favor candidate Z for class president (p ₁ = 0.4). Just before the election, another survey of 700 students was taken and 450 students responded that they
favor candidate Z (P 2 = 0.6429). A 98% two-proportion z confidence interval for the true difference between p ₁ and p 2 was found to be (-0.3090, -0.1767). What is the meaning of the interval in the context of the problem?
O There has been no change in support for the candidate.
O There has been a substantial drop in support for the candidate.
O There has been a substantial gain in support for the candidate.
O It is probable for the candidate to get most of the votes because support has risen more than 50%.
O It is not probable for the candidate to get most of the votes because the interval is negative.
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