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Course - CSE 373 - Data Structure ( Theory Part ) Don't Need to Write unnecessary coding part

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Question - Please Solve Only A & B number.

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4. a) Find the maximum flow from source (node A) to destination (node F ) from the following flow graph. Show 4 the residual network at each step. b) Let G be a graph with three sources (s1, s2, s3), two sinks (t1, t2) and a positive integer capacity on cuch edge. Explain how it can be converted to a standard maximum-flow problem. Find the maximum flow from source (node 0) to destination (node 5) from the following flow graph. Show the residual network at each step. Residual capacity. (01) is 1612=4,(13) is 12=12=0, (35) is 2012=8 step 0245 in riod (02)is=134=9,(24)is=(144)bottereck4Flow=12+4(45)=49=0 Residual copacity (01) is 1612=4,(1+3) is 12=12=0, (35) is 2012=8 stepr: 0245 - bl.ed teriave 1 capacity: (02) is =134=9,(24) is =(144)=10,bithereck4(95)=12+4 02435Wirered Residualcapoity(002)=2,(29)=3,Flow=12+9+7(93)=77=0,(35)=2019=1,TheMaxFlow=12+4+7=23