Question: Given an expected project completion time of 26 weeks and a project variance of 8 weeks, what is the approximate probability of completing the project
Given an expected project completion time of 26 weeks and a project variance of 8 weeks, what is the approximate probability of completing the project within 24 weeks? Pick the closest answer from provided options. Normal distribution table is available on BB/Course Documents, if required - can also be googled or computed using Excel Z=(Tc - Te)/Project std deviation, where Tc = desired project completion time; Te = expected project completion time; Std deviation = Sq root of Variance
| A.0.2406 | ||
| B.0.3460 | ||
| C.0.7600 | ||
| D.0.2206 |
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