PFMP · Question #744
Based on the following table, assume you have been asked to perform a prioritization analysis based on these data. You realize risk is a major concern to the company, but you have some data…
The correct answer is B. A, D, and C. Given that A and D have the greatest benefits, followed by C, selecting A, D, and C represents the three highest-benefit components and is the correct recommendation.
Question
Based on the following table, assume you have been asked to perform a prioritization analysis based on these data. You realize risk is a major concern to the company, but you have some data available about potential benefits. These data show A and D have the greatest benefits. A and D are followed in terms of benefits by C, then B, then F, and finally E. Assume three of the programs and projects can be added to the portfolio when the Board meets. Your recommendation is to select:
Exhibit
Options
- AA, B, and C
- BA, D, and C
- CA, F, and C
- DD, B, and C
How the community answered
(22 responses)- A14% (3)
- B73% (16)
- C9% (2)
- D5% (1)
Why each option
Given that A and D have the greatest benefits, followed by C, selecting A, D, and C represents the three highest-benefit components and is the correct recommendation.
Selecting B over D is incorrect because D has greater benefits than B according to the stated ranking.
The benefit ranking provided is A and D (tied for greatest), then C, then B, then F, then E. When selecting the top three components by benefit, the correct set is A, D, and C in that priority order. This directly follows a benefits-based prioritization approach where components are ranked by their expected value contribution to the portfolio.
Selecting F over D is incorrect because D has greater benefits than F and would be selected before F.
Selecting B over A is incorrect because A has greater benefits than B and must be included before B.
Concept tested: Portfolio component prioritization by benefit ranking
Source: https://www.pmi.org/pmbok-guide-standards/foundational/standard-for-portfolio-management
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