Question: 1. Considering the following project, determine the Critical Path? Activity Expected Duration Predecessor A 5 - B 3 A C 1 A, B D 5
1. Considering the following project, determine the Critical Path?
Activity | Expected Duration | Predecessor |
| A | 5 | - |
| B | 3 | A |
| C | 1 | A, B |
| D | 5 | C |
| E | 10 | B |
| F | 2 | E |
| G | 3 | D |
| H | 4 | F, G |
| I | 5 | H |
Notes:
- Durations are in days.
2. Calculate the total project duration (project expected duration + buffer) to get a 95% confidence of delivering the project on time?
Notes:
- All activities respond to a beta distribution. The expected duration is the mean value of the beta distribution.
- Consider that all activities have a standard deviation equal to 30% of their expected duration.
- Round up the project duration to an integer number.
3. The project sponsor asked you to reduce the project duration by 3 days. You decide to crash one or more activities. Which activity would you crash first and why? Explain your assumptions if any.
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