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Belly busters has found that the monthly demand for their subs is given by p=(30000-x)/10000 and the cost of making x subs is c(x)=6000+0.8x. what level of sales will maximize profits?

Belly busters has found that the monthly demand for their subs is given by p=(30000-x)/10000  and the cost of making x subs is c(x)=6000+0.8x.


what level of sales will maximize profits?

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1 Answers

Chetan Mandayam Nayakar
312 Points
12 years ago

max value of (30000-x)/(10000)(6000+0.8x) is when -(6000+0.8x)/10000 +((30000-x)/10000) +0.8=0 

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