The local nuclear power plant has decided that the best place to store its high-level nuclear waste
Question:
The local nuclear power plant has decided that the best place to store its high-level nuclear waste (small in volume but highly radioactive) would be in an unoccupied field next to your college campus. They propose to build storage sheds, properly shielded so that the level of radioactivity at the site boundary is equal to background radiation, and use these sheds for the next 20 yr. The power plant serves a population of 2 million and it is presently costing the power company $1.2 million/yr to dispose of the spent fuel in Washington state. The new facility will cost $800,000 to construct and $150,000/yr to operate. The power industry pays 8% interest on its borrowed money. The power company is willing to pay the college $200,000/yr rent.
a. Will the power company save money?
b. If you are the college president, decide if this is an acceptable scheme by using
i. A cost-effectiveness analysis
ii. A benefit/cost analysis
iii. A risk analysis
iv. An environmental impact analysis
v. An ethical analysis.
Statistics Principles and Methods
ISBN: 978-0470904114
7th edition
Authors: Richard A. Johnson, Gouri K. Bhattacharyya