Part 69: Three-Point Estimating
(Project Schedule Management: Estimate Activity Durations)
(Project Cost Management: Estimate Costs)
- Three-Point Estimating is used to estimate duration and cost
- For duration
- Three-Point Estimating improves activity duration estimates by considering estimation uncertainty and risk
- Developed with the Program Evaluation and Review Technique (PERT)
- To use Three-Point Estimating, we calculate three estimates
- MOST LIKELY (tM)
- Typical scenario for the activity
- We base this on the duration of the activity, the amount of resources that are likely to be assigned to the activity & their productivity level, dependencies on other participants, and typical interruptions
- OPTIMISTIC (tO)
- Best-case scenario for the activity
- PESSIMISTIC (tP)
- Worst-case scenario
- MOST LIKELY (tM)
- The three estimates form a distribution, which results in the estimate, tE
- There are several ways to calculate tE, but the most common ways are
- TRIANGULAR DISTRIBUTION = simple average
tE = (t0 + tM + tP) / 3
- BETA DISTRIBUTION = taken from PERT, where the tM is given the most weight
tE = (t0 + 4tM + tP) / 6
- TRIANGULAR DISTRIBUTION = simple average
- For costs
- Improves activity cost estimates by considering estimation uncertainty and risk
- Three estimates are used to determine the range for an activity’s costs
- MOST LIKELY (cM) = estimate based on realistic effort for the work and predicted expenses
- OPTIMISTIC (cO) = best-case scenario for the activity
- PESSIMISTIC (cP) = worst-case scenario
- The three estimates form a distribution, which results in the estimate, cE
- Most common ways to calculate cE
- TRIANGULAR DISTRIBUTION = simple average
cE = (c0 + cM + cP) / 3
- BETA DISTRIBUTION = taken from PERT
cE = (c0 + 4cM + cP) / 6
- TRIANGULAR DISTRIBUTION = simple average