Principles of Mathematical Induction
Let n0 Є N and let P (n) be a statement for each natural number n ≥ n0. Suppose that The statement P (n0) is true. For all n ≥ n0, P (K) is true => P (K + 1) is true. Then P (n) is true for all n ≥ n0. Cube: 1³ + Read more about Principles of Mathematical Induction[…]