Henrique Correa's bakery prepares all its cakes between 4 A. M.and 6 A. M.so they will be fresh when customers arrive. Day-old cakes are virtually always sold, but at a 50% discount off the regular $16 price. The cost of baking a cake is $10, and demand is estimated to be normally distributed, with a mean of 30 and a standard deviation of 7.

What is the optimal stocking level?

optimal stocking level = 30.472

Explanation:

given data

Discount = 50%

Regular price, p = $16

cost of cake, c = $10

Mean = 30

Standard deviation, σ = 7

solution

we get her salvage value that is = 50% of Regular price

salvage value s = 50% of $16

salvage value s =  $8

and

Underage cost will be

Cu = p - c    .......................1

put here value

Cu = $16 - $ 10

Cu = $6

and

Overage cost will be

Co = c - s     ........................2

Co = $10 - $8

Co = $2

so here probability is

P ≤    .....................3

put here value

P ≤  

P ≤ 0.75

so here Z value for the probability for 0.75 is

Z =  0.6745

and

optimal stocking level will be

optimal stocking level = Mean + ( z × σ )     .....................4

put here value

optimal stocking level = 30 + 0.6745 × 7

optimal stocking level = 30.472

answer; niosh, the national institute for occupational safety and health;

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best of luck,

the divergent