Question: Problem 2: The network below represents a project being analyzed by the critical path method. Activity durations are A=5, B=2, C=12, D=3. E=30, F=1, G=7,

Problem 2: The network below represents a project being analyzed by the critical path method. Activity durations are A=5, B=2, C=12, D=3. E=30, F=1, G=7, H-2, 1-10, and J-6. (all in weeks) m 30 H A Start 12 F 10 a. What task must be on the critical path, regardless of activity durations? (pick one task) (5 points) b. Use the longest path method to find the critical path for this project. Be sure to show all the path durations then select the longest to justify your answer. (10 points) c. Use the two-pass method to calculate the slacks for all tasks. Indicate your critical path. (15 points) d. If activity C were delayed by 5 weeks, what would happen to the project duration? What are the critical path activities? (10 points) e. If both Cand H were delayed by 5 weeks, what would happen to the project duration? What are the critical path activities? (10 points)

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