anng 1 В 3 C 8. 7 E 4. 9. 6, 14 9. 18 F 12 G 20 12 K O A. Edge AG B. Edge AF O C. Edge BF O D. Edge BG

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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What edges
can be removed to create a minimum spanning tree?
а.
A
1
В
3
C
8
7
E
4
9.
6.
14
18
F
12
G
H
20
12
K
O A. Edge AG
B. Edge AF
C. Edge BF
D. Edge BG
Transcribed Image Text:What edges can be removed to create a minimum spanning tree? а. A 1 В 3 C 8 7 E 4 9. 6. 14 18 F 12 G H 20 12 K O A. Edge AG B. Edge AF C. Edge BF D. Edge BG
A A. Edge AG
O B. Edge AF
O C. Edge BF
V D. Edge BG
O E. Edge FG
O F. Edge CH
G. Edge CD
H. Edge HI
I. Edge IJ
J. Edge EK
O K. Edge JK
What is the weight of the Tree
once the edges from the previous
b.
part are removed?
Transcribed Image Text:A A. Edge AG O B. Edge AF O C. Edge BF V D. Edge BG O E. Edge FG O F. Edge CH G. Edge CD H. Edge HI I. Edge IJ J. Edge EK O K. Edge JK What is the weight of the Tree once the edges from the previous b. part are removed?
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