Critical Path Method
| Activity | Predecessors | Three time Estimates | ||
| | | a | m | b |
| A | --- | | 2 | |
| B | A | | 5 | |
| C | A | | 10 | |
| D | A | | 6 | |
| E | B,C,D | | 9 | |
| F | E | | 4 | |
| G | F | | 3 | |
Step-1: Draw Network Diagram
Step-2: Find Critical Path
P1: A > B > E > F > G = 23
P2: A > C > E > F > G = 28 -> Highest time = critical path
P3: A > D > E > F > G = 24
Step-3: Calculate Early start, late start, early finish and late finish.
SHOWN IN THE DIAGRAM.
Step-4: Calculate Total float and free float.
TOTAL FLOAT=LATE START - EARLY START
Total Float (TF)
| A | 0-0=0 |
| B | 7-2=5 |
| C | 2-2=0 |
| D | 6-2=4 |
| E | 12-12=0 |
| F | 21-21=0 |
| G | 25-25=0 |
| | |
Free float (ff)
| A | 2-2=0 |
| B | 12-7=5 |
| C | 12-12=0 |
| D | 12-8=4 |
| E | 21-21=0 |
| F | 25-25=0 |

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