Given that the lowest common multiple of $30$, $126$ and $p$ is $4410$, where $p$ is a whole number.

Find the smallest value of $p$.

Question

Given that the lowest common multiple of $30$, $126$ and $p$ is $4410$, where $p$ is a whole number. Find the smallest value of $p$.

Accepted Answer

$49$

Lowest Common Multiple and Its Applications