Intersections in England are often constructed as one-way "roundabouts," such as the one shown in the figure. Assume that traffic must travel in the directions shown. Find the general solution of the network flow. Find the smallest possible value for X6- X₁ = x₂ = X3 = X4 || X5 = X6 is free B. X₁ is free x₂ = X3 is free X4 is free X5 = X6 is free X₂ C. X₁ is free X3 || 30 > What is the general solution of the network flow? Choose the correct answer below and fill in the answer boxes to complete your choice. O A. || 100 || X4 X5 X6 is free B X24 T! 130 150 رم X4 X5 X1 E 1x6 D. 50 100 X₁ = X₂ is free x3 = X6 X4 X5 is free is free

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Intersections in England are often constructed as one-way
"roundabouts," such as the one shown in the figure. Assume that
traffic must travel in the directions shown. Find the general
solution of the network flow. Find the smallest possible value for
X6-
X₁ =
x₂ =
X3 =
X4
||
X5 =
X6 is free
B.
X₁ is free
x₂ =
X3 is free
X4 is free
X5 =
X6 is free
X₂
C.
X₁ is free
X3
||
30 >
What is the general solution of the network flow? Choose the correct answer below and fill in the answer boxes to
complete your choice.
O A.
||
100
||
X4
X5
X6 is free
B
X24
T!
130 150
رم
X4
X5
X1
E
1x6
D.
50
100
X₁ =
X₂ is free
x3 =
X6
X4
X5 is free
is free
Transcribed Image Text:Intersections in England are often constructed as one-way "roundabouts," such as the one shown in the figure. Assume that traffic must travel in the directions shown. Find the general solution of the network flow. Find the smallest possible value for X6- X₁ = x₂ = X3 = X4 || X5 = X6 is free B. X₁ is free x₂ = X3 is free X4 is free X5 = X6 is free X₂ C. X₁ is free X3 || 30 > What is the general solution of the network flow? Choose the correct answer below and fill in the answer boxes to complete your choice. O A. || 100 || X4 X5 X6 is free B X24 T! 130 150 رم X4 X5 X1 E 1x6 D. 50 100 X₁ = X₂ is free x3 = X6 X4 X5 is free is free
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