An automobile company is looking for fuel additives that might increase gas mileage. Without additives, their cars are known to average 19 mpg (miles per gallons) with a standard deviation of 19/6 mpg on a road trip from Muscat to Sur. The company now asks whether a new additive increases this value. In a study, forty cars are sent on a road trip from Muscat to Sur. Suppose it turns out that the forty cars averaged x = (19 + 0.75) mpg with the additive. Can we conclude from this result that the additive is effective? a. With a significance level of 5%. b. With a significance level of 1%.
An automobile company is looking for fuel additives that might increase gas mileage. Without additives, their cars are known to average 19 mpg (miles per gallons) with a standard deviation of 19/6 mpg on a road trip from Muscat to Sur. The company now asks whether a new additive increases this value. In a study, forty cars are sent on a road trip from Muscat to Sur. Suppose it turns out that the forty cars averaged x = (19 + 0.75) mpg with the additive. Can we conclude from this result that the additive is effective? a. With a significance level of 5%. b. With a significance level of 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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An automobile company is looking for fuel additives that might increase gas mileage. Without additives, their cars are known to average 19 mpg (miles per gallons) with a standard deviation of 19/6 mpg on a road trip from Muscat to Sur. The company now asks whether a new additive increases this value. In a study, forty cars are sent on a road trip from Muscat to Sur. Suppose it turns out that the forty cars averaged x = (19 + 0.75) mpg with the additive. Can we conclude from this result that the additive is effective?
a. With a significance level of 5%.
b. With a significance level of 1%.
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