Using the MWTP functions given for the 4 groups we can calculate their total willingness as per table below. Since the total willingness is negative (almost -$4.6Billion) it is not a good idea.
A= | 1,00,00,00,000 | Cost of clean up | |||||
Constant | Coefficient of A | Constant multiplied by 250,000 | Coefficient | Total willingness to pay (constant multiplied by 250000 + coefficient x cost of clean up) | |||
Poorest 250000 | 2.2 | -0.022 | 5,50,000 | -0.022 | -2,14,50,000 | ||
Second poorest 250000 | 3.4 | -0.034 | 8,50,000 | -0.034 | -3,31,50,000 | ||
second richest 250000 | 100 | -1 | 2,50,00,000 | -1.000 | -97,50,00,000 | ||
richest 250000 | 370 | -3.7 | 9,25,00,000 | -3.700 | -3,60,75,00,000 | ||
Total | -4,63,71,00,000 |
Based in the Kaldor-Hicks Compensation Principle, or Potential Pareto Improvement Criterion, would this policy be a...