
Advanced Engineering Mathematics
10th Edition
ISBN: 9780470458365
Author: Erwin Kreyszig
Publisher: Wiley, John & Sons, Incorporated
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discrete mathematics/structures

Transcribed Image Text:Exercise 2:
I.
Let consider the Graphs A and B:
V2
V2
V3
V3
V4
V4
1) Can we define A and B as Isomorphic graphs. Why?
2) Find the Adjacency Matrix of the graphs A and B.
II.
Let consider the Graphs G1 and G2:
V1
V3
V5
V1
V5
V2
VA
VA
V3
V2
G1
G2
1) Can we define G1 and G2 as Isomorphic graph. Why?
2) Find the Adjacency Matrix of the graphs G1 and G2.

Transcribed Image Text:III.
Let consider the Graphs G1 and G2
G1
G2
2
4
3
5
1) Can we define G1 and G2 as Isomorphic graph. Why?
2) Find the Adjacency Matrix of the graphs G1 and G2.
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