Combinatorics, these are all subsets of the same question. Will upvote! ●Find using The greedy algorithm, the minimal spanning tree of thegraph A.Stake theminimal weightCompute thePrufer codeDrow the treeOFTheTree givenwith Prüfer code125213(labelled grupn B) GRAPH A:4GRAPY B!4SGraph C2V47S28388V7IV58+1X

Answered: Find using The greedy algorithm. -oph…

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

See similar textbooks

Related questions

Question

Combinatorics, these are all subsets of the same question. Will upvote!

●
Find using The greedy algorithm, the minimal spanning tree of the
graph A.
Stake the
minimal weight
Compute the
Prufer code
Drow the tree
OF
The
Tree given
with Prüfer code
125213
(labelled grupn B)

GRAPH A:
4
GRAPY B!
4
S
Graph C
2
V4
7
S
2
8
3
8
8
V7
I
V5
8
+
1
X

Expert Solution

Step 1

Here, in the question the figure is given. We have to find the minimal spanning tree of the graph A using the greedy algorithm. We have state the minimal weight. We have to construct the prufer code of the labelled graph B. We have to draw the tree with prufer code 125213. A labelled tree's Prüfer sequence, also known as Prüfer code or Prüfer numbers, is a distinctive sequence connected to the tree in combinatorial mathematics. A straightforward iterative approach can be used to construct the sequence for a tree with n vertices that has length n - 2.