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Suppose you are interested in knowing if the return of a stock is related to several financial ratios. You run a regression with 4 different ratios and print the results, but because of time pressures don't have time to look at them right away. You put the printout in your backpack to look at later. When you do finally get back to the results, you find that the printer smudged some of the numbers. In particular, you can't see all of the numbers for the 95% confidence interval on the coefficient associated with the socalled "quick ratio." You can see that the left-hand side of the confidence interval is - 3.2, but you can't make out the right-hand side. In fact, the only other number that you can make out on the same row is the p-value, which is 0.082. Which of the following numbers is possible for the right-hand side of the 95% confidence interval?

Suppose you are interested in knowing if the return of a stock is related to several financial ratios. You run a regression with 4 different ratios and print the results, but because of time pressures don't have time to look at them right away. You put the printout in your backpack to look at later. When you do finally get back to the results, you find that the printer smudged some of the numbers. In particular, you can't see all of the numbers for the 95% confidence interval on the coefficient associated with the socalled "quick ratio." You can see that the left-hand side of the confidence interval is - 3.2, but you can't make out the right-hand side. In fact, the only other number that you can make out on the same row is the p-value, which is 0.082. Which of the following numbers is possible for the right-hand side of the 95% confidence interval?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Suppose you are interested in knowing if the return of a stock is related to several financial ratios. You run a regression with 4 different ratios and print the results, but because of time pressures don't have time to look at them right away. You put the printout in your backpack to look at later. When you do finally get back to the results, you find that the printer smudged some of the numbers. In particular, you can't see all of the numbers for the 95% confidence interval on the coefficient associated with the socalled "quick ratio." You can see that the left-hand side of the confidence interval is - 3.2, but you can't make out the right-hand side. In fact, the only other number that you can make out on the same row is the p-value, which is 0.082. Which of the following numbers is possible for the right-hand side of the 95% confidence interval?
Transcribed Image Text:Suppose you are interested in knowing if the return of a stock is related to several financial ratios. You run a regression with 4 different ratios and print the results, but because of time pressures don't have time to look at them right away. You put the printout in your backpack to look at later. When you do finally get back to the results, you find that the printer smudged some of the numbers. In particular, you can't see all of the numbers for the 95% confidence interval on the coefficient associated with the socalled "quick ratio." You can see that the left-hand side of the confidence interval is - 3.2, but you can't make out the right-hand side. In fact, the only other number that you can make out on the same row is the p-value, which is 0.082. Which of the following numbers is possible for the right-hand side of the 95% confidence interval?
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