Exam 9: Benefit-Cost Analysis in Environmental Decision Making

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Deflating refers to the process of converting a real value into its nominal value.

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The term, 1/(1 + r)t is known as the discount rate, where r represents the discount factor.

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The first U.S. president to explicitly include the efficiency criterion in the regulatory review process was President Clinton.

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To achieve cost-effectiveness among options that satisfy the benefit objective

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If the real value of an environmental cost in 2011 is $2,500, its nominal value in 2010, assuming a 2 percent inflation rate, must have been $2,550.

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To achieve allocative efficiency, the present value of net benefits (PVNB) must be minimized.

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If, for a given policy option, PVNB equals $1,200, and PVC equals $800, then

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Among the chief concerns about the use of benefit-cost analysis is that

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Who was the first U.S. president to explicitly refer to the efficiency criterion as part of the regulatory review process?

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For a given policy option, if the ratio of the present value of benefits (PVB) to the present value of costs (PVC) is greater than zero, that policy option is considered to be feasible.

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If (PVB/PVC) for a given policy option equals 5.5, this means that

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President Reagan was the only U.S. president to support the use of economic criteria in policy decision making.

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In a benefit-cost analysis, the determination of feasibility

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The future value (FV) of a dollar is its present value (PV) plus the opportunity cost of not using that dollar in the present period.

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In the final phase of benefit-cost analysis, one of the steps that is generally conducted is

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Selecting the social discount rate is among the issues debated in the use of benefit-cost analysis for public policy evaluation.

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Achieving cost-effectiveness means that the present value of costs (PVC) is minimized for some pre-established benefit goal.

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In order for a policy option to achieve allocative efficiency,

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Matters of equity are explicitly integrated into the decision rules that govern benefit-cost analysis.

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The present value of benefits (PVB) is equal to Σ(bt/[1+rs]t), with bt = Bt/(1 + p)t.

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