Question
Suppose that the supply and demand for good H is described by the following equations: Q S= - 150+0.40P Q D = 600-0.2P The production
Suppose that the supply and demand for good H is described by the following equations:
Q S= - 150+0.40P
Q D = 600-0.2P
The production of H also creates marginal external costs of $165 per unit of H.
Assuming that H is sold in
a competitive market, what is the market price?
How many units of good H will be produced per year at
that price?
What is the socially efficient output of H? Will taxing H @12.5 percent be socially optimal?
What alternate tax policy you can suggest to achieve social efficiency? Also calculate the incidence of each
of the taxes.
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