Determine which of the following problems are NP-complete and which are solvable in polynomial time. In each problem you are given an undirected graph G=(V, E), along with:(a) A set of nodes L ⊆ V, and you must find a spanning tree such that its set of leaves includes the set L(b) A set of nodes L ⊆ V, and you must find a spanning tree such that its set of leaves is precisely the set L(c) A set of nodes L ⊆ V, and you must find a spanning tree such that its set of leaves is included in the set L
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