4.55 Suppose that a grocery store purchases 5 car- tons of skim milk at the wholesale price of $1.20 per carton and retails the milk at $1.65 per carton. After the expiration date, the unsold milk is removed from the shelf and the grocer receives a credit from the dis- tributor equal to three-fourths of the wholesale price. If the probability distribution of the random variable X, the number of cartons that are sold from this lot, is 3 4. 15 find the expected profit.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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4.55 Suppose that a grocery store purchases 5 car-
tons of skim milk at the wholesale price of $1.20 per
carton and retails the milk at $1.65 per carton. After
the expiration date, the unsold milk is removed from
the shelf and the grocer receives a credit from the dis-
tributor equal to three-fourths of the wholesale price.
If the probability distribution of the random variable
X, the number of cartons that are sold from this lot,
is
4.
15
find the expected profit.
Transcribed Image Text:4.55 Suppose that a grocery store purchases 5 car- tons of skim milk at the wholesale price of $1.20 per carton and retails the milk at $1.65 per carton. After the expiration date, the unsold milk is removed from the shelf and the grocer receives a credit from the dis- tributor equal to three-fourths of the wholesale price. If the probability distribution of the random variable X, the number of cartons that are sold from this lot, is 4. 15 find the expected profit.
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