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3. Suppose the costs of a firm in a perfectly competitive market are as follows: CT=80q+4q^2 Where q is the quantity of goods produced by
3. Suppose the costs of a firm in a perfectly competitive market are as follows:
CT=80q+4q^2
Where q is the quantity of goods produced by the firm. In addition, market supply and demand are given by the following inverse equations:
D(P)=6000-3P Demand Function
S(P)=1000+2P Supply Function
- Find the market equilibrium price
- Find the equilibrium quantity q, of the perfectly competitive firm that maximizes its profits.
- Show that this amount maximizes the benefits of the company and graph your result
- Show the benefits received by the company with the amount of answer B
- Find the equilibrium quantity Q in supply and demand.
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