Posted by Anonymous on Thursday, October 29, 2009 at 8:40am.
Because all the firms have identical cost structures, all firms would be operating at the minimum of their average cost curve. Further, in long-run equilibrium, Price=MC=ATC. So firms are not making economic profits.
Now then, impose the $5 per unit tax.
1) Market price INCREASES,
Because P goes up, Q (market goes down). So,
2) the number of firms must DECLINE. Again, since all firms are identical, Because it is a per-unit tax, the average cost curve rises for all firms by $5. The quantity q at which the AVC and ATC curves are at is minimum will be exactly the same as before. Again, the new equilibrium will be Price=MC=ATC. So,
3) the output level for each firm still operating will be EXACTLY THE SAME AS BEFORE. And 4) to the extent there are zero fixed costs, P=MC=min(AVC). Otherwise, the price will be ABOVE the min(AVC) point.
For part b)
I presume the tax is a per-firm tax; the tax is a fixed cost; it increases total costs but not variable costs. So, the AVC curve remains the same, the TVC curve shifts up an a bit to the right. The minimum point, by definition, is $5 higher. Again, some firms will drop out, the remaining firms will operate where P=MC=ATC.
So P INCREASES by $5, there would be a DECREASE in the number of firms, output per firm would be a bit LARGER than before, and the equilibrium price will be ABOVE the min(AVC) point.
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