1) graph G consists of n nodes and m edges 2) G is a directed acyclic graph 3) n<=300 & m<=400 4) Number of simple paths from vertex 1 to vertex n is equal to k.
then what is the maximum value for k for the given constraints.
1) graph G consists of n nodes and m edges 2) G is a directed acyclic graph 3) n<=300 & m<=400 4) Number of simple paths from vertex 1 to vertex n is equal to k.
then what is the maximum value for k for the given constraints.
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Lol try to think rather than asking hints for a problem from ongoing Contest.
what contest is that?
It's hackerearth's august circuit'20
I don't want to submit the answer and get more rating. I just want to know the answer..
Just try to think you will get go the solution. Contest will end after 4 days. You can post a blog after that.