A television manufacturer claims that (at least) 90% of its TV sets will not need service during the first 3 years of operation. A consumer agency wishes to check this claim, so it obtains a random sample100 purchasers and asks each whether the set purchased needed repair during the first 3 years after purchase. Let p be the sample proportion of responses indicating no repair (so that no repairof n =is identified with a success). Let p denote the actual proportion of successes for all sets made by this manufacturer.The agency does not want to claim false advertising unless sample evidence strongly suggests that p < 0.9. The appropriate hypotheses are then Ho: p = 0.9 versus H: p < 0.9.%3D (b) Would you recommend a test procedure that uses a = 0.10 or one that uses a = 0.01? Explain.Use a =0.10, as making a Type I error involves not catching the manufacturer when they are at fault.Use α0.10, as making a Type II error involves not catching the manufacturer when they are at fault.O Use a =0.01, as making a Type I error involves taking action against the manufacturer when in fact the manufacturer is not at fault.Use a =0.01, as making a Type II error involves taking action against the manufacturer when in fact the manufacturer is not at fault.

Answered: Image /qna-images/answer/a20a3c1b-0f1b-4261-8756-899b416b71c6.jpg

Answered: (b) Would you recommend a test…

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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