A grocery store is reevaluating the retail price of their oranges. They have a contract where they can purchase oranges for $0.52 per pound. However, this includes high quality oranges (about 40% of the time), low quality oranges (55%), and occasionally rotten fruit (5%). Suppose they sell 80% of all high quality oranges at $1.99 per pound, 65% of all low quality oranges at $1.49 per pound (they offer a sale), and they cannot sell any of the rotten fruit. What is the store's expected profit from a random shipment of 500 pounds of oranges? We do not consider personnel and other overhead costs, only the wholesale cost of the oranges. (Give your answer as a number, no dollar sign included.)
A grocery store is reevaluating the retail price of their oranges. They have a contract where they can purchase oranges for $0.52 per pound. However, this includes high quality oranges (about 40% of the time), low quality oranges (55%), and occasionally rotten fruit (5%). Suppose they sell 80% of all high quality oranges at $1.99 per pound, 65% of all low quality oranges at $1.49 per pound (they offer a sale), and they cannot sell any of the rotten fruit. What is the store's expected profit from a random shipment of 500 pounds of oranges? We do not consider personnel and other overhead costs, only the wholesale cost of the oranges. (Give your answer as a number, no dollar sign included.)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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![A grocery store is reevaluating the retail price of their oranges. They have a contract where they can
purchase oranges for $0.52 per pound. However, this includes high quality oranges (about 40% of the time),
low quality oranges (55%), and occasionally rotten fruit (5%). Suppose they sell 80% of all high quality oranges
at $1.99 per pound, 65% of all low quality oranges at $1.49 per pound (they offer a sale), and they cannot sell
any of the rotten fruit.
What is the store's expected profit from a random shipment of 500 pounds of oranges? We do not consider
personnel and other overhead costs, only the wholesale cost of the oranges. (Give your answer as a number,
no dollar sign included.)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb6fcc9de-2c12-46f2-94d4-6703c9087dda%2Fb1571816-e5d4-4eae-a775-c6f3922e75cf%2Fj0k8td_processed.png&w=3840&q=75)
Transcribed Image Text:A grocery store is reevaluating the retail price of their oranges. They have a contract where they can
purchase oranges for $0.52 per pound. However, this includes high quality oranges (about 40% of the time),
low quality oranges (55%), and occasionally rotten fruit (5%). Suppose they sell 80% of all high quality oranges
at $1.99 per pound, 65% of all low quality oranges at $1.49 per pound (they offer a sale), and they cannot sell
any of the rotten fruit.
What is the store's expected profit from a random shipment of 500 pounds of oranges? We do not consider
personnel and other overhead costs, only the wholesale cost of the oranges. (Give your answer as a number,
no dollar sign included.)
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