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Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

Quantitative Aptitude for Banking Preparation

LR : Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

The document Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev is a part of the LR Course Quantitative Aptitude for Banking Preparation.
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Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

A. 24

B. 12

C. 48

D. 36

Answer : Option A

Explanation :

Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

 

Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

A. 2.24

B. 1.24

C. 1.34

D. 2.34

Answer : Option D

Explanation :

Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

 

3. If  Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev , then what will be the value of Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

A. 21.66

B. 13.41

C. 22.35

D. 44.7

Answer : Option D

Explanation :

Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

 

4. The cube root of 0.000729 is

A. 0.09

B. 0.9

C. 0.21

D. 0.11

Answer : Option A

Explanation :

Square Root and Cube Root - Examples (with Solutions), Logical Reasoning LR Notes | EduRev

 

5. What is the least perfect square which is divisible by each of 21, 36 and 66?

A. 213444

B. 214434

C. 214344

D. 231444

Answer : Option A

Explanation :

LCM of 21, 36, 66 = 2772
ie, all multiples of 2772 are divisible by 21, 36 and 66
Prime factorization of 2772 is,
2772 = 2 × 2 × 3 × 3 × 7 × 11
ie, to make it a perfect square, we have to multiply it by 7 and 11
Hence, required number = 2772 × 7 × 11 = 213444

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