In Canada, bill C-16 passed with a vote of 248 in favour (Yes), and 40 opposed (No). In other words, 86.1111% of congresspersons voted Yes to bill C-16. A week before the bill was passed, a journalist wants to survey 36 congresspersons to determine the proportion of congresspersons that will vote Yes. What is the probability that the journalist's survey will give the exact same result as the actual vote? In other words, if the journalist surveys 36 congresspersons, what is the probability that 86.1111% of those surveyed will be voting Yes? Hint: You will need to determine what 86.1111% of the 36 is...this will tell you how many Yes's the journalist is looking for... What is the probability that the journalist is within 5% of the actual proportion (86.1111%) of Yes voters?
In Canada, bill C-16 passed with a vote of 248 in favour (Yes), and 40 opposed (No). In other words, 86.1111% of congresspersons voted Yes to bill C-16. A week before the bill was passed, a journalist wants to survey 36 congresspersons to determine the proportion of congresspersons that will vote Yes. What is the probability that the journalist's survey will give the exact same result as the actual vote? In other words, if the journalist surveys 36 congresspersons, what is the probability that 86.1111% of those surveyed will be voting Yes? Hint: You will need to determine what 86.1111% of the 36 is...this will tell you how many Yes's the journalist is looking for... What is the probability that the journalist is within 5% of the actual proportion (86.1111%) of Yes voters?
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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