Question: The Table below provides data on activities for building a trucking weigh-station. Based on this data, which of the following is the Critical Path? Note:

The Table below provides data on activities forThe Table below provides data on activities forThe Table below provides data on activities for

The Table below provides data on activities for building a trucking weigh-station. Based on this data, which of the following is the Critical Path? Note: You will likely need to draw the same Network Diagram, and calculate much of the same information, for this question and the next. Std. Deviation Activity # Activity Name Predecessor TE in Days Variance (2) 1 Lay foundation Start 10 0.67 0.44 Dig hole for scales Start 1.33 1.77 Insert scale bases 1.33 1.77 Erect frame 1,3 12 0.67 0.44 Complete building 3.00 9.00 Insert scales 1.33 1.77 Insert display cases 0.33 0.11 Install office equip. 1.67 2.77 Finishing touches 8,6 0.33 0.11 Start-2-3-4-5-7-8-9-End Start-2-3-4-5-6-9-End Start-1-4-5-6-9-End Start-1-4-5-7-8-9-End The Table below provides data on activities for building a trucking weigh-station. Based on this data, what is the Sum of the Variances on the Critical Path (Varianceu)? Note: You will likely need to draw the same Network Diagram, and calculate much of the same information, for this question and the next. Activity # Activity Name Predecessor TE in Days Standard Deviation (o) Varianceu (02) Lay foundation Start 10 0.67 0.44 Dig hole for scales Start 1.33 1.77 Insert scale bases 1.33 1.77 Erect frame 1,3 0.67 0.44 Complete building 3.00 9.00 Insert scales 1.33 1.77 Insert display cases 0.33 0.11 Install office equip. 1.67 2.77 9 Finishing touches 8,6 0.33 0.11 17.7 15.8 18.2 16.0 The Table below provides data on activities for building a trucking weigh-station. Based on this data, and your calculations from the previous question, what is the Probability (likelihood) that the Project Manager will complete the project within 69 days (D) of the time the project started? Hint, here is the formula your will use: Z = (D - ) / ). Note: You will need to access a Z-Table like the one shown on page 315 (see Table 8.5) of the Meredith text (10th Edition). TE in Activity # Activity Name Predecessor Standard Deviation (o) Variance 02) Days Lay foundation Start 10 0.67 0.44 Dig hole for scales Start 1.33 1.77 Insert scale bases 1.33 1.77 Erect frame 0.67 0.44 Complete building 3.00 9.00 Insert scales 1.33 1.77 Insert display cases 5 0.33 0.11 Install office equip. 1.67 2.77 Finishing touches 8,6 4 0.33 0.11 Approximately 54% Approximately 52% Approximately 50% Approximately 48%

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