Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 34

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A $3 -$ digit number $4 a 3$ is added to another $3 -$ dgit number $984$ to give a $4 -$ digit number $13 b 7$ , which is divisible by $11$ . Then, $(a + b) =$ ?

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Important Questions on Numbers

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 35

8597 - ? = 7429 - 4358

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 36

The smallest prime number is:

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 37

On dividing a number by

56

we get

29

as remainder. On dividing the same number by

8

what will be the remainder?

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 38

If the product $4864 \times 9$ $P 2$ is divisible by $12$ , then the value of $P$ is?

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 39

- 84 \times 29 + 365 = ?

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 40

In dividing a number by

585

, a student employed the method of short division. He divided the number successively by

5, 9

and

13

(factors of

585

) and got the remainders

4, 8, 12

respectively. If he had divided the number by

585

, the remainder would have been

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 41

4500 \times ? = 3375

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Quantitative Aptitude Self Study Material>Chapter 1 - Numbers>Numbers>Q 42

476 * * 0

is divisible by both

3

and

11

. The non-zero digits in the hundred's and ten's places are respectively.