Divisibility by 6

Q. The largest two digit number, which on divided by 6 results a remainder of 4 is .

Q. If a number is divisible by both 2 and 3, then the number is also divisible by

1. 4
2. 6
3. 8
4. 9

Q.

Test the divisibility of the following numbers by $4$

$918$

Q.

$18$ is divisible by both $2$ and $3$. It is also divisible by $2\times 3=6$. Similarly, a number is divisible by both $4$ and $6$. Can we say that the number must also be divisible by $4\times 6=24$ $?$ If not give an example to justify the answer.

Q. I am a number between 330 and 340. I am divisible by 6. What number am I ?

1. 332
2. 339
3. 336
4. 334

Q.

Test the divisibility

Is $672$ divisible by $8$?

Q. Find the number(s) between $730$ and $740$ which are divisible by $6.$

1. $731$
2. $732$
3. $734$
4. $738$

Q. I'm divisible by an even prime number and the sum of digits is divisible by a least odd prime number. I must be completely divisible by .

Q. Sum of 59 and 95 is divisible by?

1. 11
2. 9
3. 99
4. 13

Q.

If a number is divisible by $9$ and $10$ both, then it must be divisible by $90.$

1. True
2. False

Q.

Test the divisibility of the following numbers by $4$

$29046$

Q. Which of the following are factors of $11984670$

1. $5$
2. $6$
3. $3$
4. $2$