

(1) Cost of Human Life = V = $ 10 million, Initial Murder Probability = Pi = 3.5 % or 0.035 and Final Murder Probability = Pf = 2.9% or 0.029
Initial Expected Loss = ELi = V x Pi = 10 x 0.035 = $ 0.35 million and Final Expected Loss = ELf = V x Pf = 10 x 0.029 = $ 0.29 million
Benefit Derived = Reduction in Expected Loss = ELi - ELf = 0.35 - 0.29 = $ 0.06 million or $ 60000
The installation would make economic sense only when the cost of installation does not exceeds the benefit derived out of it. Hence, the cost of installation should be capped at $ 60000.
Therefore, the correct option is (a)
NOTE: Please raise separate queries for solutions to the remaining unrelated questions as one query is restricted to the solution of only one complete question with up to four sub-parts.
i need explanations 4 questions thank you 1. Suppose a human life is worth $10 million....
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Table 12-1 Weekend Ski Trip Value to Anna $150 Value to Brian $90 Nalue to Clem $75 Value to Dave $50 22. Refer to Table 12-1. Assume that the price of a weekend ski pass is $45 and that the price reflects the actual unit cost of providing a weekend of skiing. Suppose the government imposes a tax of $12 on skiing, which raises the price of a weekend ski pass to $57....
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