Question

Find first five common multiples of :

$24$ and $30$

Answer 1

Find first five common multiples of given numbers:

Multiple of a given number is a number obtained by multiplying it by an integer. Taking the positive integers ($1,2,3,4,5....$) and multiplying them with the given numbers, we can obtain the first five common multiples as:

Obtaining the multiples of $24$:

The multiples of $24$ are: $24,48,72,96,120,144,168,192,216,240,288,312,384,408,456,480,504,528,552,576,600,624...$

Obtaining the multiples of $30$:

The multiples of $30$ are: $30,60,90,120,150,180,210,240,270,300,330,360,390,420,450,480,510,540,570,600,630...$

Obtaining the first five common multiples of $24$ and $30$:

From the above multiples, we find the first five common multiples of $24$ and $30$ as $120,240,360,480,600$

Therefore, $120,240,360,480,600$ are the first five common multiples of $24$ and $30$.