The number of different spanning trees in complete graph, K₄ and bipartite graph, K₂,₂ have _________ and _________ respectively.
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Correct answer: (C) 16, 4
Explanation
The number of spanning trees in a complete graph with n vertices = nⁿ⁻² = 4⁴⁻² = 16. A complete bipartite graph Kₘ,ₙ has mⁿ⁻¹ × nᵐ⁻¹ spanning trees = 2¹ × 2¹ = 4.