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Question V: Test for difference between population means: popu- lation standard deviations are assumed to be equal but unknown The company produces two different types of cars. Some cars are randomly and independently selected from each type and tested for fuel economy for determining the miles travels using 1 gallon of gas. The test results are as follows: Туре One 12 Туре Two 10 Sample size Sample mean Sample standard deviation 31 27 3 4 Assuming two populations standard deviations are equal but unknown, test the hypothesis that Type One cars have a higher mileage than Type Two cars, using 5% level of significance.

Question V: Test for difference between population means: popu- lation standard deviations are assumed to be equal but unknown The company produces two different types of cars. Some cars are randomly and independently selected from each type and tested for fuel economy for determining the miles travels using 1 gallon of gas. The test results are as follows: Туре One 12 Туре Two 10 Sample size Sample mean Sample standard deviation 31 27 3 4 Assuming two populations standard deviations are equal but unknown, test the hypothesis that Type One cars have a higher mileage than Type Two cars, using 5% level of significance.

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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Question V: Test for difference between population means: popu- lation standard deviations are assumed to be equal but unknown The company produces two different types of cars. Some cars are randomly and independently selected from each type and tested for fuel economy for determining the miles travels using 1 gallon of gas. The test results are as follows: Туре One 12 Type Two Sample size Sample mean Sample standard deviation 10 31 27 3 4 Assuming two populations standard deviations are equal but unknown, test the hypothesis that Type One cars have a higher mileage than Type Two cars, using 5% level of significance.
Transcribed Image Text:Question V: Test for difference between population means: popu- lation standard deviations are assumed to be equal but unknown The company produces two different types of cars. Some cars are randomly and independently selected from each type and tested for fuel economy for determining the miles travels using 1 gallon of gas. The test results are as follows: Туре One 12 Type Two Sample size Sample mean Sample standard deviation 10 31 27 3 4 Assuming two populations standard deviations are equal but unknown, test the hypothesis that Type One cars have a higher mileage than Type Two cars, using 5% level of significance.
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