Calculate the expected cost per stockout with the following information: Probability of a back order is 50%, lost sale is 25%, and the probability of a lost customer is 25%. The cost per incident of a back order is $150, lost customer is $250,000. Sales price of the item is $1,500 with a 20% profit margin. The average order is 50.

a) $250,000

b) $150

c) $15,000

d) $66,325

e) None of the above

Question

Business

Pierre Tate

28 April, 01:24

Calculate the expected cost per stockout with the following information: Probability of a back order is 50%, lost sale is 25%, and the probability of a lost customer is 25%. The cost per incident of a back order is $150, lost customer is $250,000. Sales price of the item is $1,500 with a 20% profit margin. The average order is 50.

a) $250,000

b) $150

c) $15,000

d) $66,325

e) None of the above

+4

Answers (1)

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Bridger Wilkins · Answer 1

D) $66,325

Explanation:

the total costs associated with a stockout are:

probability of a back order 50% x cost of a back order $150 = $75 probability of a lost consumer 25% x cost of a lost consumer $250,000 = $62,500 lost gross margin = probability of a lost consumer 25% x $1,500 x 50 units x 20% = $3,750

total costs of a stockout = $75 + $62,500 + $3,750 = $66,325