a) It is assumed that at n = k, k(k + 1)! > k!
b) It is assumed that at n = k, k(k + 1)! < k!
c) It is assumed that at n = k, k(k + 1)! > (k + 1)!
d) It is assumed that at n = k, (k + 1)(k + 2)! < k!
What would be the hypothesis of mathematical induction for n(n + 1) < n! (where n ≥ 4) ?
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What would be the hypothesis of mathematical induction for n(n + 1) < n! (where n ≥ 4) ?
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