(b) Gloria operates three self-service gasoline stations in different parts of town. On a certain day, station A sold 600 liters of premium, 800 liters of super, 1000 liters of regular gasoline, and 700 liters of diesel fuel; station B sold 700 liters of premium, 600 liters of super, 1200 liters of regular gasoline, and 400 liters of diesel fuel; station C sold 900 liters of premium, 700 liters of super, 1400 liters of regular gasoline, and 800 liters of diesel fuel. Assume that the price of gasoline was Sh3.80/liters for premium, Sh3.60/liters for super, and Sh3.40/liters for regular and that diesel fuel sold for Sh3.70/liters. Use matrix algebra to find the total revenue at each station.
(b) Gloria operates three self-service gasoline stations in different parts of town. On a certain day, station A sold 600 liters of premium, 800 liters of super, 1000 liters of regular gasoline, and 700 liters of diesel fuel; station B sold 700 liters of premium, 600 liters of super, 1200 liters of regular gasoline, and 400 liters of diesel fuel; station C sold 900 liters of premium, 700 liters of super, 1400 liters of regular gasoline, and 800 liters of diesel fuel. Assume that the price of gasoline was Sh3.80/liters for premium, Sh3.60/liters for super, and Sh3.40/liters for regular and that diesel fuel sold for Sh3.70/liters. Use matrix algebra to find the total revenue at each station.
Chapter7: Systems Of Equations And Inequalities
Section7.2: Systems Of Linear Equations: Three Variables
Problem 61SE: Last year, at Haven's Pond Car Dealership, for a particular model of BMW, Jeep, and Toyota, one...
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