One is not Prime

Theorem
The integer $1$ is not a prime number.

Proof
By definition, a prime number is a positive integer which has exactly $2$ divisors which are themselves positive integers.

From Divisors of One, the only divisors of $1$ are $1$ and $-1$.

So the only divisors of $1$ which is a positive integer is $1$.

As $1$ has only one such divisor, it is not classified as a prime number.