Consider a large country with the following inverse demand and supply functions of golf clubs: , . The world price of golf clubs is 70. This country's government decided to support domestic golf club producers and introduced an export subsidy of 30, which led to a decrease in the world price to 60 per club. The world's deadweight loss, associated with this subsidy is then equal to
Question
Consider a large country with the following inverse demand and supply functions of golf clubs: , . The world price of golf clubs is 70. This country's government decided to support domestic golf club producers and introduced an export subsidy of 30, which led to a decrease in the world price to 60 per club. The world's deadweight loss, associated with this subsidy is then equal to
Solution
The question seems to be missing the actual inverse demand and supply functions for the golf clubs. However, I can still explain the general process of how to calculate the deadweight loss associated with the subsidy.
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First, you need to find the quantity of golf clubs produced and consumed before and after the subsidy. This can be done by setting the inverse demand and supply functions equal to the world price before and after the subsidy, and solving for quantity.
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The deadweight loss is the area of the triangle formed by the supply and demand curves and the quantity axis, between the quantities produced before and after the subsidy.
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To find this area, you need to calculate the difference in quantities (base of the triangle) and the difference in prices (height of the triangle).
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The formula for the area of a triangle is 1/2 * base * height. In this case, the base is the difference in quantities and the height is the difference in prices.
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Multiply these together and divide by 2 to find the deadweight loss.
Without the specific demand and supply functions, I can't provide a numerical answer. But this is the general process you would follow.
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