Test for Divisibility of Numbers

If a number is divisible by another number then it is divisible by each of factors of that number.

If a number is divisible by a composite number $6$, then it should be divisible by 

If a number is divisible by a composite number $8$, then it should be divisible by 

If $3$ is a factor of $12$ as well as $18$, then $3$ is also a factor of 

If $6$ is a factor of $18$ as well as $30$, then $6$ is also a factor of 

If a number is divisible by $2 \text{and} 5$, then it is also divisible by:

If a number is divisible by $24$ then is divisible by:

The numbers that are divisible by $2$ and multiples of $2$ are called

If a number is divisible by $2 \text{and} 3$, then it is also divisible by:

Choose the number that is divisible by $13$.

Check the number $637$ is divisible by $13$

Choose the number that is divisible by $7$.

Check the number $6021$ is divisible by $7$.

If the number $2*135$ is completely divisible by $9$, then the smallest whole number in the place of $*$ will be ?

Choose the number that is divisible by $9$.

Choose the number that is divisible by $8$.

Choose the number that is divisible by $8$.

Choose the number that is divisible by $4$.

Choose the number that is divisible by $4$.

Find the number that is divisible by $16$.