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PMI-RMP · Question #471

A risk manager reviews a Monte Carlo schedule risk analysis model before sharing the results with the project manager. The risk manager notices that activity correlations were not included in the mode

The correct answer is C. Increases the standard deviation of the model.. Adding correlation to the model accounts for the relationship between activities, which can result in increased variability in the model's outcomes. This will increase the standard deviation, which is a measure of the uncertainty in the model. An effect of adding the correlation

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Question

A risk manager reviews a Monte Carlo schedule risk analysis model before sharing the results with the project manager. The risk manager notices that activity correlations were not included in the model. What is an effect of adding the correlation to the model?

Options

  • AAllows more risks to be included in the model.
  • BReduces the project completion duration.
  • CIncreases the standard deviation of the model.
  • DIncreases the probability of correlated activities finishing on time.

How the community answered

(33 responses)
  • A
    9% (3)
  • B
    3% (1)
  • C
    85% (28)
  • D
    3% (1)

Explanation

Adding correlation to the model accounts for the relationship between activities, which can result in increased variability in the model's outcomes. This will increase the standard deviation, which is a measure of the uncertainty in the model. An effect of adding the correlation to the Monte Carlo schedule risk analysis model is that it increases the standard deviation of the model. This is because: Correlation is the statistical relationship between two or more variables. In a schedule risk analysis, correlation can be used to model the dependency between the durations of different activities. For example, if two activities are positively correlated, it means that if one activity takes longer than expected, the other activity is also likely to take longer than expected. Conversely, if two activities are negatively correlated, it means that if one activity takes longer than expected, the other activity is likely to take shorter than expected.

Topics

#Monte Carlo Simulation#Schedule Risk Analysis#Correlation#Standard Deviation

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