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)
The above figure shows the market for steel ingots. If the market is competitive, then to achieve the socially optimal level of pollution, the government can
◦ institute a standard and allow firm to produce at most 50 ingots per period.
◦ institute a standard and allow firm to produce at most 10 ingots per period.
◦ institute a standard and allow firm to produce at most 25 ingots per period.
◦ institute a standard and allow firm to produce at most 100 ingots per period.