Question: Consider the below project information for the questions 1-3 . Activity Immediate Predecessor Normal Duration (days) Normal Cost ($) Crash Duration (days) Crash Cost ($)
Consider the below project information for the questions 1-3.
| Activity | Immediate Predecessor | Normal Duration (days) | Normal Cost ($) | Crash Duration (days) | Crash Cost ($) |
| A | --- | 12 | 7000 | 10 | 7200 |
| B | A | 8 | 5000 | 6 | 5300 |
| C | A | 15 | 4000 | 12 | 4600 |
| D | B | 23 | 5000 | 23 | 5000 |
| E | B | 5 | 1000 | 4 | 1050 |
| F | C | 5 | 3000 | 4 | 3300 |
| G | E, C | 20 | 6000 | 15 | 6300 |
| H | F | 13 | 2500 | 11 | 2580 |
| I | D, G, H | 12 | 3000 | 10 | 3150 |
- Which of the following shows the first activity to crash and the maximum number of days we can crash in the first crash?
- Crash I and crash by 2 days
- Crash A and crash by 1 day
- Crash C and crash by 3 days
- Crash G and crash by 1 days
- Crash G and crash by 2 days
- None of the above
- Which activity does not become a critical activity when the duration of the project is reduced to the minimum duration by crashing?
- Activities F and H
- Activity B
- Activity E
- Activity D
- Activity I
- None of the above
- What is the minimum duration of the project if it is crashed?
- 50 days
- 49 days
- 51 days
- 48 days
- 52 days
- None of the above
- Which of the following is true for the project crashing problems?
- We can crash all of the critical activities in a project network diagram.
- We have to start crashing by lowest-cost activities first
- We can only crash activities with zero-slack time
- Crashing a critical activity in the project will always makes the project have more critical activities.
- All of them
- None of the above
Consider the below activity table for a project for the Critical Chain project scheduling for the questions 5-10.
| Activity | Immediate Predecessor | Duration (days) | Resource |
| A | --- | 2 | Yellow |
| B | A | 4 | Gray |
| C | B | 6 | Orange |
| D | A | 6 | Gray |
| E | A | 8 | Blue |
| F | A | 8 | Green |
| G | C, D, E, F | 4 | Yellow |
- Which of the following shows the Critical Chain path of the project?
- A B C G
- A B C D G
- A C D G
- A B D G
- A B D E G
- None of the above
- Which of the following shows the final duration of the project based on the Critical Chain?
- 10 days
- 14 days
- 15 days
- 25 days
- 20 days
- None of the above
- Which of the following shows the how many buffers (feeding plus project buffers) are there in the final schedule after applying the critical chain?
- 2
- 3
- 4
- 1
- 0
- None of the above
- Which of the following shows the total duration of the buffers (feeding plus project buffers) after applying the critical chain??
- 5 days
- 6 days
- 7 days
- 8 days
- 10 days
- None of the above
- Which of the activities will have feeding buffers at the end of them in the final schedule after applying the critical chain?
- Activities C, E, and F.
- Activities A, E, and F.
- Activities A, B, D, and G.
- Activities B, and D.
- Activities D, E, and F.
- None of the above
- Which of the following shows the latest finish time of activity D in the final schedule after applying the critical chain?
- 10
- 12
- 16
- 8
- 9
- None of the above
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