Given firms in a market face cq q232 and market demand qdp
Question: Given Firms in a market face C(Q)= ((Q^2)/3)+2 and market Demand Q^D(P)= 60-p Derive long run values Q* p* Q* n* Furthermore Suppose only one firm faces the same cost and demand structures. What are the monopoly quantinties Pm Qm PiM.
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if the instantaneous rate of change of gx at -1 -2 is frac12 write the equation of the line tangent to the graph of gx
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question given firms in a market face cq q232 and market demand qdp 60-p derive long run values q p q n furthermore
if the instantaneous rate of change of fx at 2 -4 is 5 write the equation of the line tangent to the graph of fx at x
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