Question

A company that sells computer keyboards has a revenue of 325x - 3x^2 dollars and a profit of 3x^2 - 255x - 250 for every keyboard x. If Profit = Revenue - Cost, find the company's cost equation

Answer 1

@jim_thompson5910

Answer 2

Profit = Revenue - Cost


(3x^2 - 255x - 250) = (325x - 3x^2 ) - C


Now solve for C

Answer 3

ok hold on

Answer 4

umm idk

Answer 5

@jim_thompson5910

Answer 6

@Cosmichaotic

Answer 7

I'm listening to really disturbing music that's perverted and hardcore, I'll get to you when I can ok?

Answer 8

ok lol

Answer 9

A company that sells computer keyboards has a revenue of 325x - 3x^2 dollars and a profit of 3x^2 - 255x - 250 for every keyboard x. If Profit = Revenue - Cost, find the company's cost equation.

\[3x ^{2}-255x-250=325x-3x ^{2}-C\]+3x^2 +255x +255x+3x^2

\[6x ^{2} - 250 = 580x - C\]

Answer 10

6x^2 - 580x - 250 = -C
C = -6x^2 +580x + 250

Answer 11

C should equal C = -6x^2 +580x + 250

Answer 12

Are those any of your choices or is it not multiple choice?

Answer 13

@Cosmichaotic