02 - Appraisal and Cost-Benefit Analysis - DME

02 - Appraisal and Cost-Benefit Analysis - DME

Every time we're about to build or design a new transportation project, we should ask ourselves whether or not it is useful or if it make sense to do it. The assessment of this is called #Appraisal.

Appraisal

appraisal

Appraisal is the act of evaluationg if the project (investment, program, policies...) proposed to be carried out will be beneficial

We should make sure that only projects that generate value for society are carried out.

In the economic view, value is created if the benefits achieved are greater than the cost generated.

Appraisal can be made:

Appraisal approches

Social-economic approach

The aim is to satisfy the social needs considering the actual context.

The evaluation can be done following 2 approaches:

Cost-benefit analysis

The cost-benefit analysis aims to evaluate the impact on the whole society of an investment in mobility.

We are only interested in what we generate. Transfers between agents from a society itself are neutral. For example, tolls are not a collective cost: The individual users pay them, but the gain is for the public, meaning the balance is 0.

The aim of CBA is to maximize efficiency, ignoring effects on equality: it doesn't matter if only a portion of the population is affected, positively or negatively. We only look at the population as a whole.

CBA stages

Costs in CBA

Costs, in #Cost-benefit analysis, are all the resources used by society to launch and manage the new project.

Benefits in CBA

The benefits in #Cost-benefit analysis, are all the consequences of launching the action. They can be both positive and negative. Common beneftis are

Common methods to assess externalities

Net Present Value (NPV)

Net Present Value indicates in monetary terms the current value of the net benefits that occur throughout the period studied contrasted with the initial costs.

NPV=I0+t=1nBt(1+r)tt=1nCt(1+r)t

where:

In the definition above, the initial investment is considered in year 0.

A project is considered viable if NVP>0.

Internal Rate of Return (IRR)

The discount rate in the #Net Present Value (NPV) calculation can influence whether a project is considered viable or not. So, sometimes it is useful to calculate the discount rate such that the NPV is 0.

The Internal Rate of Return (IRR) is the discount rate such that the #Net Present Value (NPV) is 0:

0=I0+t=1nBtCt(1+IRR)t