Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 5

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What is the remainder when $4^{1012}$ is divide by $7$ ?

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Important Questions on Arithmetic

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 6

When

n

is divisible by

5

the remainder is

2

, What is the remainder when

n^{2}

is divided by

5

is -

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 7

Which is the least positive number which when subtracted from

9545

will be a perfect square.

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 8

If the

8

digit number

136 p

5785

is divisible by

15

, then find the least possible value of

p

?

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 9

A number when divided $136$ , leaves remainder $36$ . If the same number is divided by $17$ , the remainder will be

(A) $9$
(B) $7$
(C) $3$
(D) $2$

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 10

In a division sum, the divisor is $12$ times the quotient and $5$ times the remainder. If the remainder is $48$ , then the dividend is:

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 11

Find the number, which is nearest to

3006

and exactly divisible by

29

:

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 12

The number of prime factors in

2^{222} \times 3^{333} \times 5^{555}

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Embibe Quantitative Aptitude>Chapter 1 - Arithmetic>Exercise 1>Q 13

The number of prime factors in the expression

{(6)}^{10} \times {(7)}^{17} × {(11)}^{27}

is