2. Identify all the paths on the network diagram and note how long they are, using Figure 4-21 (page 152) as a guide for how to represent each path
Path 1 is; A-B-E-H-K (2+2+2+2+2) = 10
Path 2 is; A-C-F-H-K (2+3+3+2+2) = 12
Path 3 is; A-D-G-J-K (2+4+6+1+2) = 15
3. What is the critical path for this project and how long is it?
For this project the critical path would be:
A-D-G-J-K
(2+4+6+1+2) = Total of 15 days
4. What is the shortest possible time it will take to complete this project?
After evaluating all avenues, I have found the shortest amount of time necessary to complete the project would be 10 days. I have formulated 10 days from:
A-B-E-H-K =10 days
5. Examine the network diagram and task schedule table to analyze the critical
Path 1 is; A-B-E-H-K (2+2+2+2+2) = 10
Path 2 is; A-C-F-H-K (2+3+3+2+2) = 12
Path 3 is; A-D-G-J-K (2+4+6+1+2) = 15
3. What is the critical path for this project and how long is it?
For this project the critical path would be:
A-D-G-J-K
(2+4+6+1+2) = Total of 15 days
4. What is the shortest possible time it will take to complete this project?
After evaluating all avenues, I have found the shortest amount of time necessary to complete the project would be 10 days. I have formulated 10 days from:
A-B-E-H-K =10 days
5. Examine the network diagram and task schedule table to analyze the critical