Answer Happy

Given a connected undirected graph G with n vertex m edges,
construct an algorithm to find the edge that continues to leave G
connected even if it is removed from G. Please provide an O(n+m)
algorithm that identifies the edge where the connection is
maintained even after Delete. Can you reduce the execution time to
O(n)?
a) Which algorithm should we expand among the algorithms? (Pick
the most similar question)
- DFS based Finding Cycles
- DFS based Articulation Vertices
- DFS based Strongy Connected Components
- DFS based Topological Sorting
- BFS based Two-coloring
- DP Binomial Coefficients
- DP Fibonacci Sequence
- DP Longest Common Subsequence
- BFS based Connected Components
- Floyd-Warshall Algorithm
b) Write the algorithm in pseudo code.

c) Give an example of the application of the algorithm you
created.