Question
Suppose a steel producer has a marginal cost of: MC = 100+0.5Q Suppose the demand for steel can be represented by: MB = 550 -
Suppose a steel producer has a marginal cost of: MC = 100+0.5Q
Suppose the demand for steel can be represented by: MB = 550 - Q
a)- Find the market equilibrium levels of quantity and price for steel, consumer surplus, producer surplus, and
social surplus, and show it on your graph
b)- Suppose government imposes a tax of $112.5 per unit of steel to the steel factory to collect revenue. Find the
equilibrium levels of quantity and price for steel, consumer surplus, producer surplus, and social surplus. Is there
any Dead Weight Loss (DWL= reduction in social surplus due to the policy, so compare social surplus after and
before the policy)? Comment. [Hint: Per unit tax shifts MC curve up by the amount of tax)].
c)- Draw a complete and well-marked graph to show all the areas, lines, and values, in parts (a) and (b). Just sketch the graphs
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