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Find a Binomial acceptance-testing plan to demonstrate a reliability of 0.98. An unacceptable reliability is 0.90....

Find a Binomial acceptance-testing plan to demonstrate a reliability of 0.98. An unacceptable reliability is 0.90. The risk of incorrectly accepting or incorrectly rejecting should be less than 10%. What is the minimum sampling size for which both risk are less than 5%.

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Find a Binomial acceptance-testing plan to demonstrate a reliability of 0.98. An unacceptable reliabictural code requires that the reliability index of a cable must have a value of=5.0.If the load and capacity considered to be normally distributed with coefficient of variationsf 0.2 and 0.1 (low and high) respectively, what safety factor must be used?2.Bearing failure follow a Weibull distribution with=2.0 and=5000 operating hours. Howfrequently must inspection (testing) and repair take place if bearing availability is to bemaintained at least 0.95.3.Find a Binomial acceptance-testing plan to demonstrate a reliability of 0.98. Anunacceptable reliability is 0.90. The risk of incorrectly accepting or incorrectly rejectingshould be less than

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