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Unit 8: Library Finance

            Valuation                                                                              Notes

            The costs of an intervention are usually financial. The overall benefits of a government intervention
            are often evaluated in terms of the public’s willingness to pay for them, minus their willingness to
            pay to avoid any adverse effects. The guiding principle of evaluating benefits is to list all parties
            affected by an intervention and place a value, usually monetary, on the effect it has on their
            welfare as it would be valued by them. Putting actual values on these is often difficult; surveys or
            inferences from market behavior are often used.
            One source of controversy is placing a monetary value of human life, e.g. when assessing road safety
            measures or life-saving medicines. However, this can sometimes be avoided by using the related
            technique of cost-utility analysis, in which benefits are expressed in non-monetary units such as
            quality-adjusted life years. For example, road safety can be measured in terms of ‘cost per life saved’,
            without placing a financial value on the life itself. Another controversy is the value of the environment,
            which in the 21st century is sometimes assessed by valuing it as a provider of services to humans,
            such as water and pollination. Monetary values may also be assigned to other intangible effects such
            as loss of business reputation, market penetration, or long-term enterprise strategy alignments.


            Time
            CBA usually tries to put all relevant costs and benefits on a common temporal footing using time
            value of money formulas. This is often done by converting the future expected streams of costs and
            benefits into a present value amount using a suitable discount rate. Empirical studies suggest that
            in reality, people do discount the future like this. There is often no consensus on the appropriate
            discount rate to use - e.g. whether it should be small or larger. The rate chosen usually makes a
            large difference in the assessment of interventions with long-term effects, such as those affecting
            climate change, and thus is a source of controversy. One of the issues arising is the equity premium
            puzzle, that actual long-term financial returns on equities may be rather higher than they should
            be; if so then arguably these rates of return should not be used to determine a discount rate, as
            doing so would have the effect of largely ignoring the distant future.


            Risk and uncertainty
            Risk associated with the outcome of projects is also usually taken into account using probability
            theory. This can be factored into the discount rate, but is usually considered separately. Particular
            consideration is often given to risk aversion- that is, people usually consider a loss to have a larger
            impact than an equal gain, so a simple expected return may not take into account the detrimental
            effect of uncertainty. Uncertainty in the CBA parameters is often evaluated using a sensitivity
            analysis, which shows how the results are affected by changes in the parameters.

            Application and history

            The practice of cost benefit analysis differs between countries and between sectors within countries.
            Some of the main differences include the types of impacts that are included as costs and benefits
            within appraisals, the extent to which impacts are expressed in monetary terms, and differences in
            the discount rate between countries. Agencies across the world rely on a basic set of key cost-
            benefit indicators, including the following:
                  NPV (net present value)
                  PVB (present value of benefits)
                  PVC (present value of costs)
                  BCR (benefit cost ratio = PVB / PVC)
                  Net benefit (= PVB - PVC)
                  NPV/k (where k is the level of funds available).

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