IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 15

EASY

RBI Grade B Phase - I

IMPORTANT

Earn 100

The total prime numbers between $1$ to $50$ are:

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Important Questions on Numbers

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 1

The face value of

8

in the numeral

458926

is:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 2

106 \times 106 + 94 \times 94 = x

, then the value of

x

is:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 3

If

m \times 48 = 173 \times 240

, then the value of

m

is:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 4

(1 - \frac{1}{3}) (1 - \frac{1}{4}) (1 - \frac{1}{5}) . . . (1 - \frac{1}{n}) = x

then value of

x

is:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 5

(2 - \frac{1}{3}) (2 - \frac{3}{5}) (2 - \frac{5}{7}) . . . (2 - \frac{997}{999})

is equal to:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 6

Which number should replace both the asterisks in

(\frac{*}{21}) \times (\frac{*}{189}) = 1

?

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 7

In a division sum, the divisor is

12

times the quotient and

5

times the remainder. If the remainder be

48

, then the dividend is:

EASY

RBI Grade B Phase - I

IMPORTANT

IBPS Specialist Officer Marketing Officer (Scale-I) Preliminary & Main Exams - Quantitative Aptitude>Chapter 1 - Numbers>Multiple Choice Questions>Q 8

What least number must be subtracted from

1294

so that the remainder when divided by

9, 11 & 13

will leave the same remainder

6

in each case?