Hello. Can you help me answer this question please with a Solution to explain how you got the answer. I was struggling w/ this subject and I hope u can help me. Just a simple solutions/explanations will do. Thank u so much. Problem 1: A sales clerk claims that her average monthly income is PhP5000.00 with a standard deviation of PhP 500.00. A sample of 50 clerk were surveyed and found that their average monthly income is PhP 5500.00 with a standard deviation of PhP 550.00. Suppose that you want to test Problem 1 at 1% level of significance, what will be the direction of the alternative hypothesis? What must be the hypothesized value of Problem 1? What could be the best distribution of Problem 1?
Hello. Can you help me answer this question please with a Solution to explain how you got the answer. I was struggling w/ this subject and I hope u can help me. Just a simple solutions/explanations will do. Thank u so much. Problem 1: A sales clerk claims that her average monthly income is PhP5000.00 with a standard deviation of PhP 500.00. A sample of 50 clerk were surveyed and found that their average monthly income is PhP 5500.00 with a standard deviation of PhP 550.00. Suppose that you want to test Problem 1 at 1% level of significance, what will be the direction of the alternative hypothesis? What must be the hypothesized value of Problem 1? What could be the best distribution of Problem 1?
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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Hello. Can you help me answer this question please with a Solution to explain how you got the answer. I was struggling w/ this subject and I hope u can help me. Just a simple solutions/explanations will do. Thank u so much.
Problem 1:
A sales clerk claims that her average monthly income is PhP5000.00 with a standard deviation of PhP 500.00. A sample of 50 clerk were surveyed and found that their average monthly income is PhP 5500.00 with a standard deviation of PhP 550.00. Suppose that you want to test Problem 1 at 1% level of significance, what will be the direction of the alternative hypothesis? What must be the hypothesized value of Problem 1? What could be the best distribution of Problem 1?
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