Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 3

EASY

SSC CGL Tier 1

IMPORTANT

Earn 100

Find the square root of each of the following upto three places of decimal:

$0.169$

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Important Questions on Square Roots and Cube Roots

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 3

Find the square root of each of the following upto three places of decimal:

$0.000854$

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 3

Find the square root of each of the following upto three places of decimal:

$0.00037709$

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 4

If

\sqrt{3} = 1.732

and

\sqrt{5} = 2.236

, the value of

\sqrt{8 + 2 \sqrt{15}}

is

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 5

If

\sqrt{2} = 1.4142

, then evaluate

\frac{23}{(5 + \sqrt{2})}

upto

4

places of decimal.

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 6

If the value of

\sqrt{\frac{19 + 8 \sqrt{3}}{7 - 4 \sqrt{3}}}

is

m + n \sqrt{3}

, then the value of

m + n

is

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 7

Evaluate

(28 + 10 \sqrt{3})^{\frac{1}{2}} - (7 + 4 \sqrt{3})^{\frac{1}{2}}

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 8

Find the square root of

(\frac{\sqrt{3} + \sqrt{2}}{\sqrt{3} - \sqrt{2}})

upto

3

places of decimal.

EASY

SSC CGL Tier 1

IMPORTANT

Arithmetic Subjective and Objective for Competitive Examinations>Chapter 5 - Square Roots and Cube Roots>EXERCISE 5B>Q 9

Find the value of

\sqrt{\frac{2}{3}}

upto

3

places of decimal.