Match List I with List II LIST I LIST II A. PERT I. used for non repetitive jobs B. Optimistic time II. Used for repetitive jobs C. CPM III. The shortest possible time to complete the activity if all goes well D. Pessimistic time IV. The longest time that an activity takes Choose the correct answer from the options given below:
A - I, B - III, C - II, D - IV
This question asks us to match different terms used in project management with their definitions or applications. Specifically, it focuses on two key project scheduling techniques, PERT and CPM, and the time estimates used in project planning: optimistic time and pessimistic time.
Let's examine each item in List I and find its correct match in List II.
Based on the definitions above, let's match the terms from List I with the descriptions from List II:
So the correct matches are: A - I, B - III, C - II, D - IV.
| List I (Term) | List II (Description/Use) | Match |
|---|---|---|
| A. PERT | I. used for non repetitive jobs | A - I |
| B. Optimistic time | III. The shortest possible time to complete the activity if all goes well | B - III |
| C. CPM | II. Used for repetitive jobs | C - II |
| D. Pessimistic time | IV. The longest time that an activity takes | D - IV |
Comparing our derived matches (A - I, B - III, C - II, D - IV) with the given options, we find the option that corresponds to this mapping.
| Concept | Description | Typical Use Case |
|---|---|---|
| PERT | Probabilistic tool using three time estimates (optimistic, most likely, pessimistic) for activity durations. | Research and Development projects, novel projects, projects with high uncertainty. |
| CPM | Deterministic tool assuming fixed activity durations. Focuses on the critical path. | Construction, manufacturing, routine maintenance, projects with predictable timelines. |
| Optimistic Time ($t_o$) | Shortest possible time an activity can be completed under ideal conditions. | Input for PERT calculations. |
| Most Likely Time ($t_m$) | Most probable time an activity will take under normal conditions. | Input for PERT calculations. |
| Pessimistic Time ($t_p$) | Longest possible time an activity might take under unfavorable conditions. | Input for PERT calculations. |
| Expected Time ($t_e$) (in PERT) | Weighted average of the three time estimates: $\frac{t_o + 4t_m + t_p}{6}$ | Used to calculate activity durations in PERT. |
| Critical Path | The longest path of activities in a project network diagram, determining the project's minimum duration. Any delay on a critical path activity delays the entire project. | Identified using both PERT and CPM to manage project timeline. |
| Slack/Float | The amount of time an activity can be delayed without delaying the project finish date. Critical path activities have zero slack. | Used to identify flexibility in scheduling non-critical activities. |
PERT and CPM are fundamental techniques in project network analysis. While they serve a similar purpose of scheduling and managing projects, their underlying assumptions about activity duration differ.
PERT (Program Evaluation and Review Technique):
CPM (Critical Path Method):
Both methods use network diagrams to represent the project's activities and their dependencies. Identifying the critical path is crucial in both techniques as it represents the sequence of activities that must be completed on time to avoid delaying the overall project.
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