The number of spanning trees for a complete graph with seven vertices is
- A. 2^5
- B. 7^5
- C. 3^5
- D. 2^2^5
Answer: B. 7^5
Explanation: Cayley's formula: n^(n-2) = 7^(7-2) = 7^5.
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The number of spanning trees for a complete graph with seven vertices is
Answer: B. 7^5
Explanation: Cayley's formula: n^(n-2) = 7^(7-2) = 7^5.
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