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PFMP · Question #227

A portfolio manager who is developing a probability and impact matrix for a portfolio receives the following data and decides that everything with a score over 0.2 should be highlighted and…

The correct answer is C. Exclude Threat 3 from the matrix. A probability of 1.0 means the event is certain to occur - it is no longer a risk (an uncertain future event) but rather a known issue or constraint. Risk management deals with uncertain events; once probability reaches 1.0, the event is certain and should be treated as an…

Portfolio Risk Management

Question

A portfolio manager who is developing a probability and impact matrix for a portfolio receives the following data and decides that everything with a score over 0.2 should be highlighted and addressed. The portfolio manager finds a new threat – Threat 3 – with a probability of 1.0 and an impact of 0.4. Which action should the portfolio manager take?

Exhibit

PFMP question #227 exhibit

Options

  • AReevaluate Threats 1 and 2 in the context of Threat 3.
  • BReevaluate Opportunities 1 and 2 in the context of Threat 3.
  • CExclude Threat 3 from the matrix.
  • DDevelop a risk response to Threat 3.

How the community answered

(35 responses)
  • A
    6% (2)
  • B
    3% (1)
  • C
    77% (27)
  • D
    14% (5)

Explanation

A probability of 1.0 means the event is certain to occur - it is no longer a risk (an uncertain future event) but rather a known issue or constraint. Risk management deals with uncertain events; once probability reaches 1.0, the event is certain and should be treated as an issue and managed through issue management processes, not the risk register or probability-impact matrix. Including it in a risk matrix would be methodologically incorrect. Although its score (1.0 × 0.4 = 0.4) exceeds the 0.2 threshold, the nature of the item disqualifies it from the risk matrix. Developing a risk response (D) is appropriate for uncertain risks, not certainties. Reevaluating other threats in its context (A, B) is not warranted by this finding alone.

Topics

#Portfolio Risk Management#Risk vs. Issue#Probability and Impact Matrix#Risk Identification

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