A mobile phone manufacturer buys mobile phone batteries in batches of 500 pieces from the factory that manufactures batteries. In accordance with the quality control procedures, 2% of the lot is randomly selected, if 30% or less of the batteries in this sample are found to be defective, the party is accepted, otherwise it is rejected. a)Calculate the acceptance probabilities of the lot for cases where the defective percentage is 3%, 8%, 15%, 25% and 40%. b)Plot the OC curve. c)If the producer risk is 7%, find and interpret the acceptable quality level. d)If the consumer risk is 35%, find the level of refusable quality and interpret. e)Show the acceptable quality level and the rejected quality level on the OC curve.

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A mobile phone manufacturer buys mobile phone batteries in batches of 500 pieces from the factory that manufactures batteries. In accordance with the quality control procedures, 2% of the lot is randomly selected, if 30% or less of the batteries in this sample are found to be defective, the party is accepted, otherwise it is rejected.

a)Calculate the acceptance probabilities of the lot for cases where the defective percentage is 3%, 8%, 15%, 25% and 40%.

b)Plot the OC curve.

c)If the producer risk is 7%, find and interpret the acceptable quality level.

d)If the consumer risk is 35%, find the level of refusable quality and interpret.

e)Show the acceptable quality level and the rejected quality level on the OC curve.

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