SOLUTION: The cost of producing x units of an item is C = 150+25x. The revenue for selling x units is R = 90x - x^2. The profit is given by the revenue minus the cost. Find the polynomial th

Algebra ->  Polynomials-and-rational-expressions -> SOLUTION: The cost of producing x units of an item is C = 150+25x. The revenue for selling x units is R = 90x - x^2. The profit is given by the revenue minus the cost. Find the polynomial th      Log On


   

Question 39864: The cost of producing x units of an item is C = 150+25x. The revenue for selling x units is R = 90x - x^2. The profit is given by the revenue minus the cost. Find the polynomial that represents profit.
Answer by stanbon(75887) About Me  (Show Source):
You can put this solution on YOUR website!
The cost of producing x units of an item is C = 150+25x. The revenue for selling x units is R = 90x - x^2. The profit is given by the revenue minus the cost. Find the polynomial that represents profit.
P=R-C
P=(90x-x^2)-(150+25x)
P=-x^2+65x-150
Cheers,
Stan H.