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Suppose that the market for televisions is perfectly competitive and has 10 producers whose total cost curves are given by T C(Q) =  1 3  Q 3 - 10Q 2 + 150Q + 100 where Q is the quantity of...

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Suppose that the market for televisions is perfectly competitive and has 10 producers whose total cost curves are given by T C(Q) =  1 3  Q 3 - 10Q 2 + 150Q + 100 where Q is the quantity of televisions produced (in thousands per day). (a) (4 points) Accurately graph the marginal cost curve, average variable cost curve, and short run supply curve for all P = 0. Provide the formula for the firm’s short-run supply curve, quantity supplied as a function of price, Qf irm(P), for all P = 0. Note that the firm supply curve should have two pieces. To solve for the firm supply curve, note that the marginal cost can be rewritten as MC(Q) = (Q XXXXXXXXXXb) (4 points) Graph the short run market supply curve when there are 10 identical firms in the market. Provide the formula for the market supply curve, quantity supplied as a function of price, Qf irm(P), for all P = 0. Again, the market supply curve should have two pieces. (c) (4 points) Demand for televisions is given by QD = 400 - 2P. The regulators decide to institute a unit tax on television consumers and find that the market collapses. That is, 2 after the tax, no televisions are bought or sold. What can we say about the value of the unit tax? (You should answer with reference to specific numbers.)
Answered Same Day Dec 25, 2021

Solution

Robert answered on Dec 25 2021
116 Votes
Suppose that the market for televisions is perfectly competitive and has 10 producers whose total cost
curves are given by T C(Q) = 1 3 Q 3 - 10Q 2 + 150Q + 100 where Q is the quantity of televisions
produced (in thousands per day). (a) (4 points) Accurately graph the marginal cost curve, average
variable cost curve, and short run supply curve for all P = 0. Provide the formula for the firm’s short-run
supply curve, quantity...
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