can you please assist with following question:
prove or disprove: if G is a connected graph with cut-vertices
and u and v are vertices of G such that d(u,v) is
equal to diam G, then no block of G contains both u
and v. Thanks!(Bow)
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can you please assist with following question:
prove or disprove: if G is a connected graph with cut-vertices
and u and v are vertices of G such that d(u,v) is
equal to diam G, then no block of G contains both u
and v. Thanks!(Bow)
It will be easier to help you if you provide us with some of your work so far. What have you done/tried so far? Where has it failed?