the demand for a product is given by p=108−0.015x dollars, where p is the price per unit and x is the number of units.
The cost of producing x units is given by C=660+90x dollars, and the profit for producing x units is given by
P=R−C=xp−C.
Skech the graph of the profit function and estimate the number of units that would produce a maximum profit.

x for maximum

Question

the demand for a product is given by p=108−0.015x dollars, where p is the price per unit and x is the number of units.
The cost of producing x units is given by C=660+90x dollars, and the profit for producing x units is given by
P=R−C=xp−C.
Skech the graph of the profit function and estimate the number of units that would produce a maximum profit.

x for maximum

jdoe0001 · Answer

well, P = R- C
or P = x(p) -C

so... get x(p) -C and see what you get for the equation

anonymous · Answer

-0.015x^2+18x-660

anonymous · Answer

i got the answer! Thanks :) it was 600