In a comparison engines experiment, gas mileage in miles per gallon (b) was measured. Engine type A was selected to conduct 95 experiments and engine type B was done 105 experiments. The gasoline used and other conditions were held constant. The average gas mileage for engine A was 42 miles per gallom and the average for engine B was 36 miles per gallon. Find the 98% confidence interval on µA - µB , where uA and µB are population mean gas mileage for engine types respectivesly. Assume that the engine tyne A and B have the population standard deviation 3 and 7 respectively

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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In a comparison engines experiment, gas mileage in miles per gallon
(b)
was measured. Engine type A was selected to conduct 95 experiments and
engine type B was done 105 experiments. The gasoline used and other
conditions were held constant. The average gas mileage for engine A was 42
miles per gallom and the average for engine B was 36 miles per gallon. Find
the 98% confidence interval on µA – µB , where µA and µB are population
mean gas mileage for engine types respectivesly. Assume that the engine
type A and B have the population standard deviation 3 and 7, respectively.
Transcribed Image Text:In a comparison engines experiment, gas mileage in miles per gallon (b) was measured. Engine type A was selected to conduct 95 experiments and engine type B was done 105 experiments. The gasoline used and other conditions were held constant. The average gas mileage for engine A was 42 miles per gallom and the average for engine B was 36 miles per gallon. Find the 98% confidence interval on µA – µB , where µA and µB are population mean gas mileage for engine types respectivesly. Assume that the engine type A and B have the population standard deviation 3 and 7, respectively.
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