Question: Given the table below showing 4 Activities comprising a project's Critical Path, what approximate deadline (in days) is consistent with a 79.95% probability of on-time

Given the table below showing 4 Activities

Given the table below showing 4 Activities comprising a project's Critical Path, what approximate deadline (in days) is consistent with a 79.95% probability of on-time completion? Use the following formula: D = Mu + Z*(Var)0.5 and Table 8.5 in Chapter 8 of the Meredith textbook (Z-table for Normal Probability Distribution). mb Task Expected Time Standard Variance (use TPM) Deviation (Var) (days) (days) (days) 4 4 Here is a table to help you with the calculations: z D Mu Sum of Variance (Var)0.5 Proba- bility Chance (Prob) * 100 = Chance 24.5 days 26.3 days 25.7 days 25.3 days

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