Use this digraph for the next 2 problems. T₁ (3) T4 (12) T2 (9) T3 (11) T5 (5) IXI T6 (8) T7(10) 3. Using the priority list T4, T₁, T7, T3, T6, T2, T5, schedule the project with two processors. 4. Using the priority list T5, T2, T3, T7, T1, T4, T6, schedule the project with two processors.
Use this digraph for the next 2 problems. T₁ (3) T4 (12) T2 (9) T3 (11) T5 (5) IXI T6 (8) T7(10) 3. Using the priority list T4, T₁, T7, T3, T6, T2, T5, schedule the project with two processors. 4. Using the priority list T5, T2, T3, T7, T1, T4, T6, schedule the project with two processors.
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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Contemporary Mathematics
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Transcribed Image Text:**Graphical Explanation:**
This is a directed graph (digraph) used for project scheduling problems. The graph consists of seven tasks, denoted by \( T_1, T_2, T_3, \ldots, T_7 \). Each task has a number in parentheses indicating its duration.
- **Nodes:** Represent tasks.
- \( T_1(3) \)
- \( T_2(9) \)
- \( T_3(11) \)
- \( T_4(12) \)
- \( T_5(5) \)
- \( T_6(8) \)
- \( T_7(10) \)
- **Edges:** Represent dependencies between tasks.
- From \( T_1 \) to \( T_4 \) and \( T_7 \).
- From \( T_2 \) to \( T_5 \) and \( T_7 \).
- From \( T_3 \) to \( T_5 \) and \( T_6 \).
- From \( T_4 \) to \( T_6 \).
- From \( T_5 \) to \( T_6 \) and \( T_7 \).
**Problems:**
3. Using the priority list \( T_4, T_1, T_7, T_3, T_6, T_2, T_5 \), schedule the project with two processors.
4. Using the priority list \( T_5, T_2, T_3, T_7, T_1, T_4, T_6 \), schedule the project with two processors.
The task is to create a schedule for these tasks considering their dependencies, durations, and priority lists using two processors.
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