(a) Use the diagram below (Figure 1) to answer the following questions 1. Max-Flow / Min-Cut S 4,2 5,3 06 04 V1 6,4 2,2 4,4 1,1 3,3 2,2 3,0 t 10,6 07 02 3,0 3,0 4,3 1.1 2,2 03 05 08 3,1 3,3 Figure 1: Network with proper flow i. Find an augmenting path and use it to increase the flow ii. Run the algorithm one more time (look for other augmenting paths) iii. Use that final run to identify a cut in the network whose capacity is the same as the size of your flow. iv. Calculate the capacity of the cut (S,T), where T = {v2, t} and SV - T.

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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I need the following questions done in 5 minutes with handwritten working out 

(a) Use the diagram below (Figure 1) to answer the following questions
1. Max-Flow / Min-Cut
S
4,2
5,3
06
04
V1
6,4
2,2
4,4
1,1
3,3
2,2
3,0
t
10,6
07
02
3,0
3,0
4,3
1.1
2,2
03
05
08
3,1
3,3
Figure 1: Network with proper flow
i. Find an augmenting path and use it to increase the flow
ii. Run the algorithm one more time (look for other augmenting paths)
iii. Use that final run to identify a cut in the network whose capacity is the same as the
size of your flow.
iv. Calculate the capacity of the cut (S,T), where T = {v2, t} and SV - T.
Transcribed Image Text:(a) Use the diagram below (Figure 1) to answer the following questions 1. Max-Flow / Min-Cut S 4,2 5,3 06 04 V1 6,4 2,2 4,4 1,1 3,3 2,2 3,0 t 10,6 07 02 3,0 3,0 4,3 1.1 2,2 03 05 08 3,1 3,3 Figure 1: Network with proper flow i. Find an augmenting path and use it to increase the flow ii. Run the algorithm one more time (look for other augmenting paths) iii. Use that final run to identify a cut in the network whose capacity is the same as the size of your flow. iv. Calculate the capacity of the cut (S,T), where T = {v2, t} and SV - T.
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