Question: Consider a project with the activities durations and precedence relations depicted in the table below 1 Draw the network diagram 2 What is(are) the current
Consider a project with the activities durations and precedence relations depicted in the table below
1 Draw the network diagram
2 What is(are) the current critical path(s)?
3 Assume that all activity times are certain. We can crash any of the activities A, E, H and I by 1 week (i.e., reduce the activity time by one week). The costs of doing it are $10k for activity A, $15k for activity E, $5k for activity H and $20k for activity I. If we want to reduce the project duration by 1 week, which activity we should crash?
e. By how much we can reduce the duration of the activity G without introducing any new critical paths?
| by 1 week (that is, new time will be 6 weeks) | ||
| by 2 weeks (that is, new time will be 5 week) | ||
| by 3 weeks (that is, new time will be 4 weeks) | ||
| We cannot reduce G without introducing new critical paths |
|
|
| Activity | Immediate Predecessor | Duration, weeks |
| A | - | 3 |
| B | A | 4 |
| C | A | 2 |
| D | B, C | 6 |
| E | C | 5 |
| F | C | 3 |
| G | E | 7 |
| H | E, F | 5 |
| I | D, G, H | 8 |
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