SOLUTION: Please help with this: Given that a firm has cost function C(x)=3600+0.5x^2 and revenue function R(x)=(175-0.5x)x, find the break even point. Thank You

Algebra ->  College  -> Linear Algebra -> SOLUTION: Please help with this: Given that a firm has cost function C(x)=3600+0.5x^2 and revenue function R(x)=(175-0.5x)x, find the break even point. Thank You      Log On


   

Question 917692: Please help with this:
Given that a firm has cost function C(x)=3600+0.5x^2 and revenue function R(x)=(175-0.5x)x, find the break even point.
Thank You
Answer by josgarithmetic(39620) About Me  (Show Source):
You can put this solution on YOUR website!
Break-even is the cost being equal to the revenue; which is a profit of exactly ZERO.

C%28x%29=R%28x%29;
DO IT!