If the path A-B-E-F-G has a total duration of 17 days, what is the value of E?

Prepare for the PHFO Quantitative Analysis For Business Exam. Study with flashcards, multiple choice questions, hints, and explanations to ensure confidence and success in your exam!

Multiple Choice

If the path A-B-E-F-G has a total duration of 17 days, what is the value of E?

Explanation:
The total duration along a path is the sum of all activities on that path. For the path A-B-E-F-G, the total is A + B + E + F + G, which is given as 17 days. The durations of the other activities on this path—A, B, F, and G—add up to 14 days. To reach the total of 17 days, E must be 17 − 14 = 3 days. So the value of E is 3 days. If E were any other value, the path total would differ from 17 days.

The total duration along a path is the sum of all activities on that path. For the path A-B-E-F-G, the total is A + B + E + F + G, which is given as 17 days. The durations of the other activities on this path—A, B, F, and G—add up to 14 days. To reach the total of 17 days, E must be 17 − 14 = 3 days. So the value of E is 3 days. If E were any other value, the path total would differ from 17 days.

More Multiple Choice Questions
Subscribe

Get the latest from Passetra

You can unsubscribe at any time. Read our privacy policy