TheoremBase

Even and Odd Natural Numbers

Statement

Let n∈Nn\in\mathbb{N}. We say that nn is even if there exists a natural number q∈Nq\in\mathbb{N} such that

n=2q.n=2q.

We say that nn is odd if there exists a natural number q∈Nq\in\mathbb{N} such that

n=2q−1.n=2q-1.

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