SOLUTION: The profit earned from manufacturing x widgets is .0001x^3 - .21x^2 + 135x - 2000 dollars. Other contraints dictate that at least 200 widegets but no more than 950 widgets be manuf

Algebra ->  Coordinate-system -> SOLUTION: The profit earned from manufacturing x widgets is .0001x^3 - .21x^2 + 135x - 2000 dollars. Other contraints dictate that at least 200 widegets but no more than 950 widgets be manuf      Log On


   

Question 350008: The profit earned from manufacturing x widgets is .0001x^3 - .21x^2 + 135x - 2000 dollars. Other contraints dictate that at least 200 widegets but no more than 950 widgets be manufactured.
Use your graphing calculator to determine how many widgets should be produced to earn the maximum profit.
Answer by Fombitz(32388) About Me  (Show Source):
You can put this solution on YOUR website!

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This function has a local maxima of 25500 when x=500