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2. (Section 9.2) A refinery produces both gasoline and fuel oil, and sells the gasoline for $4.00 per gallon and the oil fuel for $3.60 per gallon. The refinery can produce at most 600,000 gallons a day but must produce at least 2 gallons of fuel oil for every gallon of gasoline. At least 150,000 gallons of fuel oil must be made each day for the coming winter. Determine how much of each type of fuel must be produced to maximize revenue. s)

2. (Section 9.2) A refinery produces both gasoline and fuel oil, and sells the gasoline for $4.00 per gallon and the oil fuel for $3.60 per gallon. The refinery can produce at most 600,000 gallons a day but must produce at least 2 gallons of fuel oil for every gallon of gasoline. At least 150,000 gallons of fuel oil must be made each day for the coming winter. Determine how much of each type of fuel must be produced to maximize revenue. s)

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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2. (Section 9.2) A refinery produces both gasoline and fuel oil, and sells the gasoline for $4.00 per gallon and the oil fuel for $3.60 per gallon. The refinery can produce at most 600,000 gallons a day but must produce at least 2 gallons of fuel oil for every gallon of gasoline. At least 150,000 gallons of fuel oil must be made each day for the coming winter. Determine how much of each type of fuel must be produced to maximize revenue. s)
Transcribed Image Text:2. (Section 9.2) A refinery produces both gasoline and fuel oil, and sells the gasoline for $4.00 per gallon and the oil fuel for $3.60 per gallon. The refinery can produce at most 600,000 gallons a day but must produce at least 2 gallons of fuel oil for every gallon of gasoline. At least 150,000 gallons of fuel oil must be made each day for the coming winter. Determine how much of each type of fuel must be produced to maximize revenue. s)
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