(2) Consider the problem of testing H. : µ > 100 against Ho : µ = 100 at the a = 0.05 level, given that you have observed 7 = 102.8 and s = 10.9 from a random sample of n = 55 individuals. (You may assume that the population is approximately Normally distributed.) (a) Come up with a “real world situation" that could motivate performing this partic- ular test. (b) What are the results of the test? What is the p-value? (c) Would the answers to (b) be different if we had used a = 0.01 instead, all else being equal. Explain why or why not? (d) Would the answers to (b) be different if we had used n = 45 instead, all else being equal. Explain why or why not? (e) Would the answers to (b) be different if we had used H. : µ # 100 instead, all else being equal. Explain why or why not?
(2) Consider the problem of testing H. : µ > 100 against Ho : µ = 100 at the a = 0.05 level, given that you have observed 7 = 102.8 and s = 10.9 from a random sample of n = 55 individuals. (You may assume that the population is approximately Normally distributed.) (a) Come up with a “real world situation" that could motivate performing this partic- ular test. (b) What are the results of the test? What is the p-value? (c) Would the answers to (b) be different if we had used a = 0.01 instead, all else being equal. Explain why or why not? (d) Would the answers to (b) be different if we had used n = 45 instead, all else being equal. Explain why or why not? (e) Would the answers to (b) be different if we had used H. : µ # 100 instead, all else being equal. Explain why or why not?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
c,d,e
![(2) Consider the problem of testing Ha : µ > 100 against Ho : µ = 100 at the a = 0.05
level, given that you have observed 7
n = 55 individuals. (You may assume that the population is approximately Normally
distributed.)
102.8 and s =
10.9 from a random sample of
%3D
(a) Come up with a “real world situation" that could motivate performing this partic-
ular test.
(b) What are the results of the test? What is the p-value?
(c) Would the answers to (b) be different if we had used a = 0.01 instead, all else being
equal. Explain why or why not?
(d) Would the answers to (b) be different if we had used n =
equal. Explain why or why not?
45 instead, all else being
(e) Would the answers to (b) be different if we had used H. : µ# 100 instead, all else
being equal. Explain why or why not?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa5e22c97-eaaa-48d5-931c-af54a38196b6%2Fdd062709-a9f6-4eba-86f3-bc2e4ec1a753%2Fr4qadi_processed.png&w=3840&q=75)
Transcribed Image Text:(2) Consider the problem of testing Ha : µ > 100 against Ho : µ = 100 at the a = 0.05
level, given that you have observed 7
n = 55 individuals. (You may assume that the population is approximately Normally
distributed.)
102.8 and s =
10.9 from a random sample of
%3D
(a) Come up with a “real world situation" that could motivate performing this partic-
ular test.
(b) What are the results of the test? What is the p-value?
(c) Would the answers to (b) be different if we had used a = 0.01 instead, all else being
equal. Explain why or why not?
(d) Would the answers to (b) be different if we had used n =
equal. Explain why or why not?
45 instead, all else being
(e) Would the answers to (b) be different if we had used H. : µ# 100 instead, all else
being equal. Explain why or why not?
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