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DISCRETE MATH: SCHEDULING The following table shows the activities A, B, C, D and E, involved in a construction project. Activity Preceded by Duration (days) 9. D, A 6. D A 13 D, A 3 Use the activity network algorithm to construct an activity network that represents the activities, their durations and precedeness. (b) Calculate the earliest start time, the latest start time and the float time for EACH activity in the network. (c) Hence; determine: (i) the critical path of the network (ii) the minimum completion time of the project.

DISCRETE MATH: SCHEDULING The following table shows the activities A, B, C, D and E, involved in a construction project. Activity Preceded by Duration (days) 9. D, A 6. D A 13 D, A 3 Use the activity network algorithm to construct an activity network that represents the activities, their durations and precedeness. (b) Calculate the earliest start time, the latest start time and the float time for EACH activity in the network. (c) Hence; determine: (i) the critical path of the network (ii) the minimum completion time of the project.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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DISCRETE MATH: SCHEDULING The following table shows the activities A, B, C, D and E, involved in a construction project. Activity Preceded by Duration (days) 9. D, A 6. D A 13 D, A 3 Use the activity network algorithm to construct an activity network that represents the activities, their durations and precedeness. (b) Calculate the earliest start time, the latest start time and the float time for EACH activity in the network. (c) Hence; determine: (i) the critical path of the network (ii) the minimum completion time of the project.
Transcribed Image Text:DISCRETE MATH: SCHEDULING The following table shows the activities A, B, C, D and E, involved in a construction project. Activity Preceded by Duration (days) 9. D, A 6. D A 13 D, A 3 Use the activity network algorithm to construct an activity network that represents the activities, their durations and precedeness. (b) Calculate the earliest start time, the latest start time and the float time for EACH activity in the network. (c) Hence; determine: (i) the critical path of the network (ii) the minimum completion time of the project.
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