A firm produces a product that has the production cost function C(x)=220x+3905 and the revenue function
R(x)=275x. No more than 22 units can be sold. Find and analyze the break-even quantity, then find the profit function.
The break-even quantity is 71 units.
(Type a whole number.)
If the company can produce and sell no more than 22 units, should it do so?
OA. Yes. Since 22 is greater than the break-even quantity, production of the product can produce a profit.
OB. Yes. Since 22 is less than the break-even quantity, production of the product can produce a profit.
C. No. Since 22 is equal to the break-even quantity, production of the product cannot produce a profit.
D. No. Since 22 is less than the break-even quantity, production of the product cannot produce a profit.
Write the profit function.
P(x)=