Asked by Mia
Country Workshop manufactures both finished and unfinished furniture for the home. The estimated quantities demanded each week of its rolltop desks in the finished and unfinished versions are x and y units when the corresponding unit prices, in dollars, are described, respectively, in the following equations.
p = 310-1x-1/2y
q = 730-1/2x-1/7y
(a) What is the weekly total revenue function R(x,y)?
(b) Find the domain of the function R(x,y).
p= ?
q=?
p = 310-1x-1/2y
q = 730-1/2x-1/7y
(a) What is the weekly total revenue function R(x,y)?
(b) Find the domain of the function R(x,y).
p= ?
q=?
Answers
Answered by
Kuai
p = 310-1x-1/2y
q = 730-1/2x-1/7y
(a) What is the weekly total revenue function R(x,y) = xp + yq
310x - 1x^2 - 1/2xy + 750y -1/2xy -1/7y^2
-1x^2 -1/7y^2 + 310x -xy + 750y
(b) Find the domain of the function R(x,y).
p= ? x=>0
q=? y =>0
q = 730-1/2x-1/7y
(a) What is the weekly total revenue function R(x,y) = xp + yq
310x - 1x^2 - 1/2xy + 750y -1/2xy -1/7y^2
-1x^2 -1/7y^2 + 310x -xy + 750y
(b) Find the domain of the function R(x,y).
p= ? x=>0
q=? y =>0
Answered by
Kuai
-1x^2 -1/7y^2 + 310x -xy + 730y
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