A network of railway lines connects the main lines entering and leaving a city. Speed limits, track reconstruction, and train length restrictions lead to the flow diagram below, where the numbers represent how many cars can pass per hour. Formulate an LP to find the maximal flow in cars per hour from Node 1 to Node F. Create your LP in Trab #9 500 300 5 2 600 400 300 400 300 3 6 7 150, 200 500 350 200 400 300 8 9 300 600 450 500 F
A network of railway lines connects the main lines entering and leaving a city. Speed limits, track reconstruction, and train length restrictions lead to the flow diagram below, where the numbers represent how many cars can pass per hour. Formulate an LP to find the maximal flow in cars per hour from Node 1 to Node F. Create your LP in Trab #9 500 300 5 2 600 400 300 400 300 3 6 7 150, 200 500 350 200 400 300 8 9 300 600 450 500 F
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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 alt="A network of railway lines connects the main lines entering and leaving a city. Speed limits, track reconstruction, and train length restrictions lead to the flow diagram below, where the
numbers represent how many cars can pass per hour. Formulate an LP to find the maximal flow in cars per hour from Node 1 to Node F. Create your LP in Trab #9
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Transcribed Image Text:A network of railway lines connects the main lines entering and leaving a city. Speed limits, track reconstruction, and train length restrictions lead to the flow diagram below, where the
numbers represent how many cars can pass per hour. Formulate an LP to find the maximal flow in cars per hour from Node 1 to Node F. Create your LP in Trab #9
1
500
300
5
2
600
400
300
400
300
6
7
150,
200
4
500
350
200
400
300
8
9
300
600
450
500
F
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