A project manager is reviewing the project schedule and notices that the critical path has a duration of 120 days. One activity on the critical path has a duration of 15 days and a total float of 0. If the duration of that activity is reduced by 5 days, what is the new critical path duration?
Reducing a critical path activity reduces project duration by the same amount.
Why this answer
The critical path is the longest path in the project schedule, and any delay on a critical path activity directly extends the project duration. Since the activity on the critical path has a total float of 0, reducing its duration by 5 days reduces the total critical path duration from 120 days to 115 days.
Exam trap
The trap here is that candidates may mistakenly think reducing a critical path activity's duration does not affect the overall critical path, or they may confuse total float with free float, leading them to choose the original duration or an incorrect reduced value.
How to eliminate wrong answers
Option B is wrong because reducing the activity by 5 days does not result in a 100-day critical path; that would require a 20-day reduction. Option C is wrong because it assumes the critical path duration remains unchanged, ignoring that the activity is on the critical path with zero float. Option D is wrong because it incorrectly adds 5 days instead of subtracting, which would only happen if the activity duration were increased.