Problem. 6: Gator FanStuff manufacures and sells a tailgate canopies and y coolers per week. The total weekly profit (in dollars) realized from these sales is given by the function P(x, y) = -0.15a - 0.20 y? - 0.15 ay + 70 æ+70 y-3600. The company decides to restrict the rate of manufacture of these items to a total of 180 per week (grand total of both items). Determine how many canopies and coolers the company should manufacture each week to maximize its profit.(Round down to the nearest whole unit; note that the total may then be less than 180.) canopies coolers

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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Problem. 6: Gator FanStuff manufacures and sells a tailgate canopies and y coolers per week. The total weekly profit (in dollars) realized from these sales is given by the
function
P(x, y) = -0.15x? – 0.20 y? - 0.15 xy + 70 x + 70 y-3600.
The company decides to restrict the rate of manufacture of these items to a total of 180 per week (grand total of both items). Determine how many canopies and coolers the
company should manufacture each week to maximize its profit.(Round down to the nearest whole unit; note that the total may then be less than 180.)
canopies
coolers
Transcribed Image Text:Problem. 6: Gator FanStuff manufacures and sells a tailgate canopies and y coolers per week. The total weekly profit (in dollars) realized from these sales is given by the function P(x, y) = -0.15x? – 0.20 y? - 0.15 xy + 70 x + 70 y-3600. The company decides to restrict the rate of manufacture of these items to a total of 180 per week (grand total of both items). Determine how many canopies and coolers the company should manufacture each week to maximize its profit.(Round down to the nearest whole unit; note that the total may then be less than 180.) canopies coolers
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