Let G be a connected graph which contains two spanning trees T1
and T2 that do...
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Let G be a connected graph which contains two spanning trees T1and T2 that do not share any edges (note that G may contain edgesthat are in neither trees). Prove that G does not have abridge.
I have a hint for the answer: Show that each edge is in a cycle(2 cases). But I can't figure out the 2 cases. Some helpplease!
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