Derivatives-demand and cost functions

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The marketing research department for a computer company used a large city to test market their new product. They found that the demand equation was p= 1296-0.12 x^2. If the cost equation is C = 830+396 x, find the number of units that will produce maximum profit.

I do not have a price per unit, only the above cost equation.

Reference no: EM13128255

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