Suppose the government is trying to determine how to deal with pesticide contamination of its water supply. It wants to undertake a benefit-cost analysis of two alternative policy options for controlling pesticides: Upgrade its municipal water treatment plant to remove the pesticides, or Banning the use of the offending pesticides in the metropolitan area. Assume that either techniques reduces pesticides to a level which does not adversely affect human health. The cost of these control options are as follows: Municipal treatment upgrades: Capital Costs = $9 million. The new plant is constructed over one year. It starts operating at the beginning of year two. Once the plant begins operation, it has operating costs of $1 million per
Suppose the government is trying to determine how to deal with pesticide contamination of its water supply. It wants to undertake a benefit-cost analysis of two alternative policy options for controlling pesticides:
- Upgrade its municipal water treatment plant to remove the pesticides, or
- Banning the use of the offending pesticides in the metropolitan area.
Assume that either techniques reduces pesticides to a level which does not adversely affect human health. The cost of these control options are as follows:
Municipal treatment upgrades: Capital Costs = $9 million. The new plant is constructed over one year. It starts operating at the beginning of year two. Once the plant begins operation, it has operating costs of $1 million per year. Once constructed, the plant lasts for 5 years, then it must be replaced with a new plant.
Pesticide Ban: Annual operating costs due to substitution of non-toxic methods of controlling “pests” = $4 million per year. These costs would last forever.
The benefits of the pesticide control are many. But suppose the only information the government has that is related to the benefits of controlling pesticides is the following:
Households have switched from using tap water for consumption to bottled water because of the contamination. Before the pesticide contamination, the demand for bottles water was given by the following function:
Qt = 10 – 2Pt
Where Qt is consumption per household per month of bottled water and Pt is the price per bottle.
After contamination occurs, the demand curve shifts to:
Qt = 20 – 2Pt
Assume that the price of bottled water is sold at $4 per container and the price stays constant even after the demand shift. The bottled water market is
1.In order to calculate the net benefit of the two control options, what is the total revenue (TR) of the two control options and how to calculate it
Trending now
This is a popular solution!
Step by step
Solved in 3 steps with 3 images
