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Assume an indirect cost of $250/day. Complete the tables and write up your narrative for each. Activity Predecessor Normal Time Normal Cost Crash Time Crash
Assume an indirect cost of $250/day.
Complete the tables and write up your narrative for each.
Activity | Predecessor | Normal Time | Normal Cost | Crash Time | Crash Cost | Crash cost/day | Max Crash |
A | - | 5 | $500 | 3 | $1,500 | ? | |
B | - | 4 | $400 | 2 | $2,000 | ? | |
C | B | 7 | $700 | 6 | $1,600 | ? | |
D | A, C | 2 | $200 | 1 | $500 | ? | |
E | A, C | 3 | $300 | - | - | ? | |
F | B | 8 | $800 | 5 | $2,900 | ? | |
G | D | 5 | $500 | 4 | $1,000 | ? | |
H | E, F | 6 | $600 | 3 | $1,800 | ? | |
Part A |
List all the paths, their timing and identify the critical path(s) by highlighting.
Path | Duration (Normal Time) |
Direct Cost | |
Indirect Cost | |
Total Cost | ? |
Compress the schedule by TWO days. Show your work in the table.
Path | 1st Crash | 2nd Crash |
Activity(ies) Crashed | ||
Crash Cost | ||
Direct Cost | ||
Indirect Cost | ||
Total Cost |
Compress the schedule by TWO days. Show your work in the table.
Path | 3rd Crash | 4th Crash |
Activity(ies) Crashed | ||
Crash Cost | ||
Direct Cost | ||
Indirect Cost | ||
Total Cost |
Compress the schedule to the shortest possible time for this project (complete the table below - there maybe more columns/rows than needed)
Path | 5th Crash | 6th Crash | 7th Crash | 8th Crash |
Activity(ies) Crashed | ||||
Crash Cost | ||||
Direct Cost | ||||
Indirect Cost | ||||
Total Cost |
What is the shortest time for this project to end, how did you get this timing?
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