Question

A revenue function is given by R(x)=15+114x-3x^2, where x is the number of units produced and sold. Find the value of x for which the revenue is maximum.

Answer 1

thats if the derivetive is zero

Answer 2

this one is simple, just find the derivative of of the revenue function and then get the critical points

Answer 3

\[R(x)\prime = -6x + 114\]
\[x = 114/6\]
x=19

Answer 4

thanks