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3. The effect of negative externalities on the optimal quantity of consumption Consider the market for steel. Suppose that a
Social Cost PRICE (Dollars per ton of steel) Supply (Private Cost) O Demand (Private Value) QUANTITY (Tons of steel) The mark
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It is provided that the each additional ton of steel production imposes a constant external cost of $385 per ton.

So,

This will shift the private cost curve upward by $385 at each ton of steel produced.

Following is the required figure -

Social Cost PRICE (Dollars per ton of steel Supply (Private Cost) O Demand (Private Value) QUANTITY (Tons of steel)

The supply (private cost) and demand (private value) are intersecting each other corresponding to output of 4.5 tons of steel.

On the other hand, the social cost curve and demand (private value) curve are intersecting each other corresponding to output of 3 tons of steel.

So,

The market equilibrium quantity is 4.5 tons of steel, but the socially optimal quantity of steel production is 3 tons.

To create an incentive for the firm to produce the socially optimal quantity of steel, the government could impose a tax of $385 per ton of steel.

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