Question: What is the primary challenge in solving the maximum matching problem in a non - bipartite graph compared to a bipartite graph? The complexity of

What is the primary challenge in solving the maximum matching problem in a non-bipartite graph compared to a bipartite graph?
The complexity of finding augmenting paths is higher.
The presence of odd-length cycles makes the problem significantly harder.
Non-bipartite graphs always have cycles.
The algorithms for bipartite graphs are not applicable to non-bipartite graphs.
Non-bipartite graphs cannot have perfect matchings.
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What is the primary challenge in solving the maximum matching problem

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