Question: An engineering project is modelled by the following activity sheet. Activity Predecessor Duration (Days) ES EF LS LF A - 10 B - 14 C
An engineering project is modelled by the following activity sheet.
| Activity | Predecessor | Duration (Days) | ES | EF | LS | LF |
| A | - | 10 |
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| B | - | 14 |
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| C | A | 11 |
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| D | B | 5 |
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| E | B | 15 |
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| F | B | 20 |
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| G | C, D | 8 |
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| H | C, D | 12 |
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| I | G | 16 |
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| J | E, H | 10 |
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| K | E, H | 21 |
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| L | E, H | 6 |
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| M | I, J | 9 |
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| N | F, L | 12 |
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a- Calculate the early time and late time for each event can start. (i.e. calculate ES, EF, LS, and LF for all events).
b- State the critical path for the project.
c- What is the shortest possible time needed to complete this project?
d- Find the total and free float (or slack) on activities D and F.

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