The weekly revenue realized by a company is approximated by the revenue function R(x, y) = 650x + 350y - 5x² - 4y² for the sale of x units per week of product A and y units per week of product B. Over the year the company produces between 40 and 50 units of product A each week and between 110 and 120 units of product Beach week. Approximate this company's average weekly revenue from products A and B over the year. Round to the nearest cent. Ꭿ $ per week

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 91E
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The weekly revenue realized by a company is
approximated by the revenue function
R(x, y) = 650x + 350y - 5x² - 4y² for the sale of
x units per week of product A and y units per week
of product B. Over the year the company produces
between 40 and 50 units of product A each week
and between 110 and 120 units of product Beach
week. Approximate this company's average weekly
revenue from products A and B over the year.
Round to the nearest cent.
Ꭿ
$
per week
Transcribed Image Text:The weekly revenue realized by a company is approximated by the revenue function R(x, y) = 650x + 350y - 5x² - 4y² for the sale of x units per week of product A and y units per week of product B. Over the year the company produces between 40 and 50 units of product A each week and between 110 and 120 units of product Beach week. Approximate this company's average weekly revenue from products A and B over the year. Round to the nearest cent. Ꭿ $ per week
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