SOLUTION: i have to maximise the revenue function R(x)=385x-0.9x^2

Algebra.Com
Question 700534: i have to maximise the revenue function
R(x)=385x-0.9x^2

Answer by josmiceli(19441)   (Show Source): You can put this solution on YOUR website!

If the general form is
, then then the
x-coordinate of the vertex is at




-----------



and



The maximum revenue is $41,173.18
Here's the plot:

RELATED QUESTIONS

together it takes john and carl 6hours and 25 minutes to sort recycyle material. Alone,... (answered by mananth)
I have a question that states: find the maximum revenue for the revenue function... (answered by Nate)
APPROXIMATELY HOW MANY UNITS MUST BE MANUFACTURED TO MAXIMISE PROFITS DEFINED BY THE... (answered by josgarithmetic,ikleyn)
I have a homeowrk question that states: find the maximum revenue for the revenue... (answered by jim_thompson5910)
8. Let C(x) be the cost function and R(x) the revenue function. Compute the marginal... (answered by ikleyn)
8. Let C(x) be the cost function and R(x) the revenue function. Compute the marginal... (answered by Solver92311)
The revenue function for a particular product is R(x)= x(4-0.0001x).How to Find the... (answered by ikleyn,MathLover1,math_tutor2020)
A widget manufacturer estimates that her monthly revenue can be modeled by the function... (answered by ikleyn,math_tutor2020)
Consider the demand function p(x)= -(1/15)x + 30, 0 (answered by tommyt3rd)