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or a​ monopolist's product, the cost function is c=0.006q3+20q+6000 and the demand function is p=550−66q. Find...

or a​ monopolist's product, the cost function is

c=0.006q3+20q+6000

and the demand function is

p=550−66q.

Find the​ profit-maximizing output.

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for a manopolist, the cost function is C=0.00699 +20946000. .: marginal cost (Mc) 0.006*34*+20 1 +0.0189+20 The demand functi

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or a​ monopolist's product, the cost function is c=0.006q3+20q+6000 and the demand function is p=550−66q. Find...
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