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Woolly Winker's peanut butter factory buys its nuts from two different suppliers, then produces peanut butter. Nuts from Farm X cost the factory $1 per pound, and nuts from Farm Y cost the factory $9 per pound. The selling price (in dollars) for Wally Wonkee's peanut butter can be modeled by p(x, y) - 100-z-y where z is the demand for peanut butter made from Farm X's nuts and y is the demand for peanut butter made from Farm Y's nuts. Assume that 0z, y. Then Woolly Winker's max profit is attained when pounds pounds y- The amount of the factory's maximum profit is S 2- 4

Woolly Winker's peanut butter factory buys its nuts from two different suppliers, then produces peanut butter. Nuts from Farm X cost the factory $1 per pound, and nuts from Farm Y cost the factory $9 per pound. The selling price (in dollars) for Wally Wonkee's peanut butter can be modeled by p(x, y) - 100-z-y where z is the demand for peanut butter made from Farm X's nuts and y is the demand for peanut butter made from Farm Y's nuts. Assume that 0z, y. Then Woolly Winker's max profit is attained when pounds pounds y- The amount of the factory's maximum profit is S 2- 4

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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Woolly Winker's peanut butter factory buys its nuts from two different suppliers, then produces peanut butter. Nuts from Farm X cost the factory $1 per pound, and nuts from Farm Y cost the factory $9 per pound. The selling price (in dollars) for Wally Wonkee's peanut butter can be modeled by p(x, y) = 100-z-y where is the demand for peanut butter made from Farm X's nuts and y is the demand for peanut butter made from Farm Y's nuts. Assume that 0, y. Then Woolly Winker's max profit is attained when pounds y = pounds The amount of the factory's maximum profit is $
Transcribed Image Text:Woolly Winker's peanut butter factory buys its nuts from two different suppliers, then produces peanut butter. Nuts from Farm X cost the factory $1 per pound, and nuts from Farm Y cost the factory $9 per pound. The selling price (in dollars) for Wally Wonkee's peanut butter can be modeled by p(x, y) = 100-z-y where is the demand for peanut butter made from Farm X's nuts and y is the demand for peanut butter made from Farm Y's nuts. Assume that 0, y. Then Woolly Winker's max profit is attained when pounds y = pounds The amount of the factory's maximum profit is $
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