Which method is preferred for solving minimal spanning tree problems?
A) linear programming
B) transshipment models
C) simulation
D) manual algorithms

Question

Quizplus · Accepted Answer

Manual algorithms, such as Prim's algorithm and Kruskal's algorithm, are the preferred methods for solving minimal spanning tree problems. These algorithms provide a straightforward and efficient way to find the minimum cost tree. Although linear programming and transshipment models can also be used, they are more complex and time-consuming to implement. Simulation, on the other hand, is not typically used for this type of problem.

Which Method Is Preferred for Solving Minimal Spanning Tree Problems