Dr. Alby Jones is a partner with a management consulting firm. Currently Dr. Jones is assisting a client with the preparation of a tender for a major contract. A PERT diagram indicating the expected time required to complete each activity in the tender preparation process is presented below. The diagram presents six activities (A to F) and the expected completion times.
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)
What is the critical path for the preparation of the tender?
A. 1 → 3 → 5
B. 1 → 2 → 3→ 5
C. 1 → 2 → 4→ 5
D. 1 → 2 → 3→ 4 →5
Additional Requirement
This types of question belongs to Operations Management and it discusses about the critical path require to be taken for concluding the project.