Binomial Coefficient is Integer/Proof 2
Theorem
Let $\dbinom n k$ be a binomial coefficient.
Then $\dbinom n k$ is an integer.
Proof
The result follows by Pascal's Rule and Integer Addition is Closed.
$\blacksquare$
Let $\dbinom n k$ be a binomial coefficient.
Then $\dbinom n k$ is an integer.
The result follows by Pascal's Rule and Integer Addition is Closed.
$\blacksquare$