Divisibility by 8

Q. is the largest four digit number that is divisible by $8.$

Q.

On dividing$2272$as well as$875$by a $3$-digit number $\text{N}$, we get the same remainder in each case. The sum of the digits of $\text{N}$ is

1. $10$

2. $11$

3. $12$

4. $13$

Q. Express $0.2\overline{51}$ in the form of fraction.

Q.

On dividing$624$and$2121$by a $3$-digit number, we get the same remainder. Find that number?

Q. Which number(s) must be subtracted from $3173$ to make it divisible by $8?$

1. $29$
2. $50$
3. $805$
4. $1610$

Q.

Write the smallest digit and the largest digit in the blanks space of each of the following numbers so that the number formed is divisibly by $11$: $\left(a\right)92\_\_\_\_\_\_389\left(b\right)8\_\_\_\_\_\_9484$

Q.

Using divisibility tests, determine $21084$ is divisible by $4$ and $8$.

Q.

Is $105$ divisible by $3$?

Q. In a warehouse, there are $192$ identical carton boxes. These cartons are to be arranged in rows, having an equal number of cartons in each row. Which of the following is the possible number of cartons in each row such that there is a minimum number of rows.

1. 3
2. 4
3. 8
4. 14

Q.

Using divisibility tests, determine the given number $76,892$ is divisible by $4$.

Q.

Determine whether $12345678$ is divisible by $2,4$or $8$

Q. is the smallest 5 digit number that is evenly divisible by 8.

Q. Match the following numbers using divisibility rule.

1. by 2 not by 4, 8
2. by 2, 4 not by 8
3. by 2, 4, 8
4. by none of 2, 4, 8

Q.

Using divisibility test, determine $14560$ is divisible by $4$and $8$.

Q. If the last 3 digits of a number are divisible by 8, then the number is divisible by 8.

1. True
2. False

Q. David can cut an inch long rope into 8 pieces of equal length.

1. 11, 256
2. 24, 654
3. 15, 634

Q.

Choose the correct answer:

Which one of the following number is exactly divisible by $11$

1. $235641$

2. $245642$

3. $315624$

4. $415624$

Q. Is eight million nine thousand six hundred ninty six divisible by $8?$
Answer in Yes/ No.

Q. Find the number(s) that is/are divisible by $8$ but not by $5.$

1. $1111\times (2+7)+9$
2. $17\times (17-3)-48÷8$
3. $8\times 50-({14}^2-6)$
4. None of the above.

Q. Choose the number(s) that is/ are divisible by both $3$ and $8.$

1. $1306$
2. $1301$
3. $2088$
4. $2112$

Q. Express <!--td {border: 1px solid #ccc;}br {mso-data-placement:same-cell;}--> $\frac{6}{25}$ in the form of decimal fraction.

Q.

Henry wants to distribute $\$94536$ equally among his friends. He can distribute this amount equally among

1. 2 friends only
2. 4 friends only
3. 8 friends only
4. 2 or 4 or 8 friends