A new design for the braking system for a car has been proposed. For the current braking system, the true | ||||||||||
average braking distance at 40 mph under specified condition is known to be 120 ft. | ||||||||||
It is proposed that the new braking system design will not be implemented if evidence from sample data indicates | ||||||||||
that the braking distance is HIGHER (compared to the current system). |
Let µ denote the true average braking distance. | ||||||
State an appropriate hypothesis test that would be useful in determining | ||||||
whether to implement the new braking system. |
Test your hypothesis in part (a) using Type I error α = 0.03 | ||||||
Consider that sample size n= 35, and X-bar = 122.5, and known std dev σ = 11. |
What is the p-value in your hypothesis test in part (b)? |
There is no idea given about part a or b. I used as per information given, Type 1 error=0.03
to solve the sums. For any querry do ask in comment box.
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