McqMate
| Q. |
The expected value for the estimation variable (size), S, can be computed as a weighted average of the optimistic(Sopt), most likely (Sm), and pessimistic (Spess) estimates given as |
| A. | EV = (Sopt + 4Sm + Spess)/4 |
| B. | EV = (Sopt + 4Sm + Spess)/6 |
| C. | EV = (Sopt + 2Sm + Spess)/6 |
| D. | EV = (Sopt + 2Sm + Spess)/4 |
| Answer» B. EV = (Sopt + 4Sm + Spess)/6 | |
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