b- Design an algorithm by writing pseudocode to search the code- 8- A.pdf

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B

An algorithm using depth-first search (DFS) can check if a graph is bipartite by partitioning the vertices into two sets X and Y such that every edge connects a vertex in X to one in Y. The DFS algorithm assigns vertices to X or Y based on the color of the previously visited vertex and checks for conflicting edges that connect vertices of the same color, determining if the graph is bipartite.

b. Design an algorithm by writing pseudocode to search the code.
8. A graph is said to be biparrine if all its vertices can be partitioned into two disjoint subsets X
and Y so that every edge connects a vertex in X with a vertex in Y . (One can also say that a
graph is bipartite if its vertices can be colored in two colors so that every edge has its vertices
colored in differest colors such graphs are also called 2-colorable.) For example, graph (i) is
bipartite while graph (ii) is not. (ia) a. Design a DFS-based algorithm for checking whether a
graph is bipartite.

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b- Design an algorithm by writing pseudocode to search the code- 8- A.pdf

1. b. Design an algorithm by writing pseudocode to search the code. 8. A graph is said to be biparrine if all its vertices can be partitioned into two disjoint subsets X and Y so that every edge connects a vertex in X with a vertex in Y . (One can also say that a graph is bipartite if its vertices can be colored in two colors so that every edge has its vertices colored in differest colors such graphs are also called 2-colorable.) For example, graph (i) is bipartite while graph (ii) is not. (ia) a. Design a DFS-based algorithm for checking whether a graph is bipartite.