Mixed Fractions

This problem requires some basic integer arithmetic:

Let us consider $N$ (the numerator) to be 9 and $D$ (the denominator) to be 5.

The integer division of $N$ over $D$ is:

$Q = N / D = 9 / 5 = 1$

Then calculate the remainder:

$R = N - B \times Q = 9 - 5 * 1 = 4$

You can now print the mixed fraction as $\texttt{Q R D}$:

$\texttt{1 4 5}$