SOLUTION: The revenue for selling x units of a product is R=40x. The cost of producing x units is C=20x+10500. In order to obtain a profit, the revenue must be greater than the cost, so we

Algebra ->  Complex Numbers Imaginary Numbers Solvers and Lesson -> SOLUTION: The revenue for selling x units of a product is R=40x. The cost of producing x units is C=20x+10500. In order to obtain a profit, the revenue must be greater than the cost, so we       Log On


   

Question 337571: The revenue for selling x units of a product is R=40x. The cost of producing x units is C=20x+10500. In order to obtain a profit, the revenue must be greater than the cost, so we want to know, for what values of x will this product return a profit.
To obtain a profit, the number of units must be greater than..R=40X R=C
C= 20X+10500
40X=20X+10500
20X=105000
X=525 MUST SELL MORE THAN TO MAKE A PROFIT
Answer by chiexpert(48) About Me  (Show Source):
You can put this solution on YOUR website!
R=40X R=C
C= 20X+10500
40X=20X+10500
20X=105000
X=525 MUST SELL MORE THAN TO MAKE A PROFIT