Difference between Kruskal's Algorithm and Prim's Algorithm in Spanning Tree

Kruskal's Algorithm:

1.It is an Algorithm in graph theory that finds a minimum spanning tree for a connected weighted graph.

2.Kruskal is where we order the nodes from smallest to largest and pick accordingly.

3.Kruskal allows both new-new nodes and old-old nodes to get connected.

4.Kruskal's algorithm builds a minimum spanning tree by adding one edge at a time.The next line is always the shortest only if it does not create a cycle.

5.Kruskal's require us to sort the edge weight's first.

Prim's Algorithm:

1.It is the Algorithm that finds a minimum spanning tree for a connected weighted unidirected graph.

2.In Prim's algorithm we select an arbitrary node then correct the ones nearest to it.

3.Prim's always joins a new vertex to old vertex.

4.Prim's builds a minimum spanning tree by adding one vertex at a time. The next vertex to be added is always the one nearest to a vertex already on a graph.

5.In Prim's algorithm we select the shortest edge when executing the algorithm.