Solution
= Solution
Each of the $n$ distinguishable elements has $x$ independent choices of colour. By the <multiplication principle>, the number of <functions> from the $n$-element <set> to the $x$-element colour <set> is
$$
\boxed{x^n.}
$$
= Solution
Each of the $n$ distinguishable elements has $x$ independent choices of colour. By the <multiplication principle>, the number of <functions> from the $n$-element <set> to the $x$-element colour <set> is
$$
\boxed{x^n.}
$$