Using Kruskal's algorithm, provide the list of ordered edges and the first edge to be added to the spanning tree. For a tie-breaker, use alphabetical order. A B C D E O O AC (1) BD (2) AB (2) CD (3) DE (4) DB (4) First edge - AC DE (4) CB (4) CD (3) BD (2) AB (2) AC (1) First edge - DE DE (4) CB (4) CD (3) BD (2) AB (2) AC (1) First edge - AC AC (1) AB (2) BD (2) CD (3) CB (4) DE (4) First edge - AC
Using Kruskal's algorithm, provide the list of ordered edges and the first edge to be added to the spanning tree. For a tie-breaker, use alphabetical order. A B C D E O O AC (1) BD (2) AB (2) CD (3) DE (4) DB (4) First edge - AC DE (4) CB (4) CD (3) BD (2) AB (2) AC (1) First edge - DE DE (4) CB (4) CD (3) BD (2) AB (2) AC (1) First edge - AC AC (1) AB (2) BD (2) CD (3) CB (4) DE (4) First edge - AC
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added to the spanning tree. For a tie-breaker, use alphabetical order.
A
C
O
O
O
2
B
2
D
E
AC (1) BD (2) AB (2) CD (3) DE (4) DB (4) First edge - AC
DE (4) CB (4) CD (3) BD(2) AB (2) AC (1) First edge - DE
DE (4) CB (4) CD (3) BD(2) AB (2) AC (1) First edge - AC
AC (1) AB (2) BD (2) CD (3) CB (4) DE (4) First edge - AC"
Transcribed Image Text:Using Kruskal's algorithm, provide the list of ordered edges and the first edge to be
added to the spanning tree. For a tie-breaker, use alphabetical order.
A
C
O
O
O
2
B
2
D
E
AC (1) BD (2) AB (2) CD (3) DE (4) DB (4) First edge - AC
DE (4) CB (4) CD (3) BD(2) AB (2) AC (1) First edge - DE
DE (4) CB (4) CD (3) BD(2) AB (2) AC (1) First edge - AC
AC (1) AB (2) BD (2) CD (3) CB (4) DE (4) First edge - AC
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