can someone help me where I'm going wrong? :(
(1 pt)
A producer finds that demand for his commodity obeys a linear demand equation , p+11x=30 where P is in dollars and X in thousands of units. If the cost equation is c(x)=8.8x^2+20x+2.5 , what price should be charged to maximize the profit?
The price to maximize the profit is $ .

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i found the price: p=(30-11x)*x

30x-11x^2- (8.8x^2+20x+2.5)

= 10x-19.8x^2-2.5

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