2 Determine if each of the following graphs is isomorphic to G. If it is, prove it by exhibiting a bijection between the vertex sets and showing that it preserves adjacency. Otherwise, prove that the graphs are NOT isomorphic. a. b. C. B 4 E A D с 14. E 5 C 8 # A D Isomorphic to G? Proof Isomorphic to G? Proof Isomorphic to G? Proof Yes No Yes No Yes No

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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4. Consider this graph G:
a.
2
Determine if each of the following graphs is isomorphic to G. If it is, prove it by exhibiting a bijection between
the vertex sets and showing that it preserves adjacency. Otherwise, prove that the graphs are NOT isomorphic.
b.
1
C.
C
B
4
A
E
0
B
с
14.
0
A
E
4
C
8
A
#
D
E
Isomorphic to G?
Proof
Isomorphic to G?
Proof
Isomorphic to G?
Proof
Yes No
Yes No
Yes No
Transcribed Image Text:4. Consider this graph G: a. 2 Determine if each of the following graphs is isomorphic to G. If it is, prove it by exhibiting a bijection between the vertex sets and showing that it preserves adjacency. Otherwise, prove that the graphs are NOT isomorphic. b. 1 C. C B 4 A E 0 B с 14. 0 A E 4 C 8 A # D E Isomorphic to G? Proof Isomorphic to G? Proof Isomorphic to G? Proof Yes No Yes No Yes No
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