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Chapter 8: Sensitivity and Breakeven Analysis Analyzing project risks by making mechanical trial and error changes to forecast... • Finding the values of particular variables which gi

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Chapter 8: Sensitivity and

Breakeven Analysis

Analyzing project risks by

making mechanical trial and

error changes to forecast

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Analyzing the risks of investment projects, by

changing the values of forecasted variables.

Finding the values of particular variables

which give the project a Breakeven NPV of

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Process of Analysis

Identification of those variables which will

have significant impacts on the NPV, if their

future values vary around the forecast values.

The variables having significant impacts on the

NPV are known as ‘sensitive variables’.

The variables are ranked in the order of their

monetary impact on the NPV.

The most sensitive variables are further

investigated by management.

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Management Use of Sensitivity and

Breakeven Analysis

Sensitive variables are investigated and

managed in two ways:

(1) Ex ante; in the planning phase; more

effort is used to create better forecasts of future values If management decides the project is too risky, it is abandoned at this

Using Sensitivity:

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Management Use of Sensitivity and

Breakeven Analysis

(2) Ex post; in the project execution phase;

management monitors the forecasted values If the project is performing poorly, it is

abandoned or sold off prior to its planned

termination.

Using Sensitivity:

Sensitive variables are investigated and

managed in two ways:

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Management Use of Sensitivity and Breakeven Analysis

Using Breakeven:

Forecasted calculated Breakeven values of

variables are continuously compared against

actual outcomes during the execution phase.

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Terminology Within the Analysis

Sensitivity and Breakeven analyses are also known as:

‘scenario analysis’, and ‘what-if analysis’.

Point values of forecasts are known as: ‘optimistic’,

‘most likely’, and ‘pessimistic’.

Respective calculated NPVs are known as: ‘best case’,

‘base case’ and ‘worst case’.

Variables giving a ‘breakeven’ value, return an NPV of

zero for the project.

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Selection Criteria For Variables

in the Analysis

Degree of management control.

Management's confidence in the forecasts.

Amount of management experience in assessing

projects.

Extrinsic variables more problematic than

intrinsic variables.

Time and cost of analysis.

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Real Life Examples

of Forecast Errors

Large blowouts in initial construction

costs for Sydney Opera House,

Montreal Olympic Stadium.

Big budget films are shunned by critics

and public alike; e.g ‘Waterworld’:

whilst cheap films become classics;

eg.‘Easy Rider’.

High failure rate of rockets used to

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Developing Optimistic and

Pessimistic Forecasts

(a) Use forecasting –error information from the

forecasting methods: eg - upper and lower

bounds; prediction interval; expert opinion;

physical constraints, are applied to the

variables.

This method is formalized, but arguable, slow and expensive.

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Developing Optimistic and

Pessimistic Forecasts

(b) Use ad hoc percentage changes: a fixed

percentage, such as 20%,or 30%, is added to and subtracted from the most likely forecast value.

This method is vague and informal, but

fast, popular, and cheap.

+20%

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Outputs and Uses

Each forecast value is entered into the

model,and one solution is given.

Solutions can be summarized automatically, or

individually by hand.

Variables are ranked in order of the monetary

range of calculated NPVs

Management investigates the sensitive

variables.

More forecasting is done, or the project is

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Strengths and Weaknesses of

Analysis

- - -

Relatively unsophisticated.

May not capture all information.

Limited to one variable at a time.

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