Comprehension Passage

Assume that there are 2 firms producing steel. There is a negative externality due to production causing pollution. Firm 1's output is q1 and firm 2's is q2. Assume that the market price for steel is P= 1. Now consider two scenarios :

Scenario 1 : Assume that firm 1's cost function is \({C}_1\left(\mathrm{q}_1\right)=\mathrm{q}_1^2\) and firm 2 's cost function is C2(q2, q1) = (q+ 0.75 q1)2. In short, firm 1's production is not affected by firm 2 but firm 2's production is affected by firm 1, i.e., Firms 1's operation causes firm 2's costs to rise.

Scenario 2 : Assume that negative externality works both ways i.e. both the firms face the adverse impact. So assume C1(q1, q2) = (q+ 0.75 q2)2 and C2(q1, q2) = (q+ 0.75 q1)2, i.e., Firms 1's operation causes firm 2's costs to rise and vice versa.

Do you think that the equilibrium outcome for Scenario 2 is inefficient ? How would be the efficiency be restored?

1
No, the equilibrium outcome of the firms are profit minimizing outcome.
2
The externality can be resolved by closing down both the firms is, π= π= 0
3
If one of the firm is forced to close down, the externality will be reduced and their joint profit is π+ π= 0.071
4
If one of the firm is forced to close down, the externality will be reduced and their joint profit is π+ π2  =0.109

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