MATH2014 Algorithms SEMESTER 2 EXAMINATION 2022/231.& & Consider& The& Undirected, Unweighted& Graph Guu Shown& In& Figure& 1.Figure& 1:& The& Undirected, Unweighted& Graph Guu [THIS QUESTION IS WORTH 20 Marks IN TOTAL](A)& Verify& That Guu Is& Bipartite.& & &

MATH2014 Algorithms SEMESTER 2 EXAMINATION 2021/221. (A) Compute A Minimum Cost Spanning Tree Using The Jarnik-Prim-Dijkstra Algorithm On The Following Graph:(B) Consider Now The Problem Of, Given An Undirected Graph G = (V, E) With A Cost Function C : E → Z+ \ {0}, Finding A Spanning Tree Minimizin

MATH2014 Algorithms SEMESTER 2 EXAMINATION 2018/191. Consider The Following Weighted Undirected Bipartite Graph G = (V, E).(A) Find A Maximum-Weight Matching In The Graph. Report, For Each Iteration Of The Algorithm, A Copy Of The Graph G (In Which The Current Matching Is Highlighted) And The Corres