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Cpm Pert And S Curve Training Module2D

Module 3: PERT Probabilistic Analysis - Cpm Pert Scurve Training Module03 Risk Sensitivity

Understand how to incorporate time uncertainty into project schedules using three-point estimating, variance, and probability analysis to support risk-informed management decisions in irrigation projects.

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Schedule Risk Sensitivity Analysis

Toggle specific risk events to see their impact on the overall expected duration and uncertainty of the project.

Risk-Adjusted Schedule

Expected Duration (TeT_e)
Te=38.0+0.0=38.0 daysT_e = 38.0 + 0.0 = 38.0 \text{ days}
Total Variance (VpV_p)
Vp=1.25+0.00=1.25 days2V_p = 1.25 + 0.00 = 1.25 \text{ days}^2
Standard Deviation (σp\sigma_p)
σp=1.25=1.12 days\sigma_p = \sqrt{1.25} = 1.12 \text{ days}

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