Suppose that the 99% confidence interval (CI) was calculated at lower 99% = -1.82 and upper 99% =0.42 compared to a 95% confidence interval values of lower 95% = -1.309 and upper 95% = -0.091. Anwer the following questions i. the lower bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI ii. the upper bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI iii. the point estimate would be (smaller than/larger than/ equal to) the lower bound of 95% CI At 99% CI where B1 hat = -0.7 the critical value is 1.12 and SE is 0.192. At 95% CI where B1 hat = -0.7 the critical value is 3.184 and SE is 0.192.
Suppose that the 99% confidence interval (CI) was calculated at lower 99% = -1.82 and upper 99% =0.42 compared to a 95% confidence interval values of lower 95% = -1.309 and upper 95% = -0.091. Anwer the following questions i. the lower bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI ii. the upper bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI iii. the point estimate would be (smaller than/larger than/ equal to) the lower bound of 95% CI At 99% CI where B1 hat = -0.7 the critical value is 1.12 and SE is 0.192. At 95% CI where B1 hat = -0.7 the critical value is 3.184 and SE is 0.192.
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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Question
Suppose that the 99% confidence interval (CI) was calculated at lower 99% = -1.82 and upper 99% =0.42
compared to a 95% confidence interval values of lower 95% = -1.309 and upper 95% = -0.091. Anwer the following questions
i. the lower bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI
ii. the upper bound would be (smaller than/larger than/ equal to) the lower bound of 95% CI
iii. the point estimate would be (smaller than/larger than/ equal to) the lower bound of 95% CI
- At 99% CI where B1 hat = -0.7 the critical value is 1.12 and SE is 0.192.
- At 95% CI where B1 hat = -0.7 the critical value is 3.184 and SE is 0.192.
Expert Solution
Step 1
Given
The data is as follows:
CL=99%
CI is (-1.82, 0.42)
CL=95%
CI is (-1.309, -0.091)
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