Let $x=\large\frac{p}{q}$ be a rational number,such that the prime factorization of $q$ is not of the form $2^m\times 5^n$,where $m$ and $n$ are non-negative integers,then $x$ has a decimal expansion which is

Question

$\begin{array}{1 1}(A) \;\text{terminating}\\(B)\;\text{repeating}\\(C)\;\text{non-terminating,repeating} \\(D)\;\text{non-terminating,non-repeating} \end{array}$