Find variance and standard deviation for producing tire


Assume that Acme Tires sells their high performance tires for $220 each and their all weather tires for $120 each. Further assume that the cost of producing a high performance tire is $188 and the cost of producing an all weather tire is $104. Finally, assume that if a tire does not last 40,000 miles, Acme tires will replace it free of charge to the consumer; Acme will incur the cost of replacement, but will not receive any additional revenue.

(a) Calculate the profit earned/loss incurred on; a high performance tire that exceeds 40,000 miles, a high performance tire that does not exceed 40,000 miles, an all weather tire that exceeds 40,000 miles, and an all weather tire that fails to last 40,000 miles.

(b) What is the expected value (expected profit) of producing an all weather tire? Of producing a high performance tire?

(c) What is the variance and standard deviation (of profit, NOT of tire life) for producing an all weather tire? Of producing a high performance tire?

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Basic Statistics: Find variance and standard deviation for producing tire
Reference No:- TGS0118823

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