If pq is a rational number with terminating decimal expansion where p and q are coprimes, then q can be represented as:(Here, n and m are non-negative integers.)

If pq is a rational number with terminating decimal expansion where p

1.	If pq is a rational number with terminating decimal expansion where p and q are coprimes, then q can be represented as:(Here, n and m are non-negative integers.)
Answer» If $\frac{p}{q}$ is a rational number with terminating decimal expansion where $p$ and $q$ are coprimes, then $q$ can be represented as: (Here, n and m are non-negative integers.)