Asked by Anonymous
PLEASE HELP!!! This is a last minute homework help!!!
A computer software company models the profit on its latest video game using the relation: p(x) = -4x^2+20x-9, where x is the number of games produced in hundred thousands and p(x) is the profit in millions of dollars.
A) what type of function is p(x)?
b) what are the break-even points for the company? (break-even points means when profit is zero)
A computer software company models the profit on its latest video game using the relation: p(x) = -4x^2+20x-9, where x is the number of games produced in hundred thousands and p(x) is the profit in millions of dollars.
A) what type of function is p(x)?
b) what are the break-even points for the company? (break-even points means when profit is zero)
Answers
Answered by
oobleck
A) polynomial (quadratic, to be exact)
B) solve -4x^2+20x-9 = 0
using the quadratic formula or factoring or completing the square.
B) solve -4x^2+20x-9 = 0
using the quadratic formula or factoring or completing the square.
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