$46$ is divisible by $6$.

State true or false

$30$ is divisible by $5$ and $6$.

Check whether $2156$ is divisible by $11$ and $7$? Verify whether $2156$ is divisible by product of $11$ and $7$?

Use the digits to build the greatest $4$ and $5$-digit number and the smallest $4$ and $5$-digit number possible. You may repeat the digits. 

$2, 9, 1$

Write the number between:

$305\underline{ }307$

$510\underline{ }512$

$838\underline{ }840$

$620\underline{ }622$

$315\underline{ }317$

$799\underline{ }801$

$566\underline{ }568$

Write the missing number:

$\begin{array}{|ccc|}\hline 69& & 71\\ \hline\end{array}$

Use the digits to build the greatest $4$ and $5$-digit number and the smallest $4$ and $5$-digit number possible. You may repeat the digits:

$8, 3, 5$

Check whether $756$ is divisible by $42?$ Verify whether $756$ is divisible by all the factors of $42?$

Find the missing numbers.

$123$, _____, _____, _____, _____, $128$

Check whether $456$ and $618$ are divisible by $6?$ Also check whether $6$ divides the sum of $456$ and $618?$?

Bhajan went to buy bricks. The price was given for one thousand bricks. The prices were also different for different types of bricks.

The number that come in between $98$ and $100$ is _____.

Use the digits to build the greatest $4$ and $5$-digit number and the smallest $4$ and $5$-digit number possible. You may repeat the digits:

$4, 8, 6$

Check whether $25110$ is divisible by $45.$

State true or false

$32$ is divisible by $8$.

Write the number that comes just 'between' each of the two given numbers. 

$8\mathrm{,}$ __, $10\mathrm{.}$ 

Check whether $1435$ is divisible by $5$ and $7?$ Verify if $1435$ is divisible by the product of $5$ and $7?$

Check whether $864$ is divisible by $36?$ Verify whether $864$ is divisible by all the factors of $36?$