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How to Solve Number System Questions Quickly
Number System is one of the most common and important topics in Quantitative Aptitude.Here we are providing you an idea about How to Solve Number System Questions Quickly.
Number system is a technique to represent number and present number in discrete manner. Whole Number, Rational Number, Natural Number, Odd Number, Even Number, Irrational Number etc are general type of Number System.


How to Solve Number System Questions Quickly Type – 2
Question 2.
The smallest 3 digit prime number is:
Options
A. 100
B. 103
C. 105
D. 101
Solution:
The smallest three digit number is 100 but it is not a prime number. The next number is 101 and it is a prime number. Therefore, 101 is the smallest 3 digit prime number.
Correct option: D
Question 3.
Choose the terminating decimal
Options
A. 99.5555
B. 3.777
C. 0.6
D. 0.454545454545
Solution:
A terminating decimal is a decimal that ends after few repetitions after decimal point.
Correct option: C
Question 4.
Which of the following is not the Natural number?
Options
A. 1
B. 3
C. 0
D. 5
Solution:
All counting numbers from 1 to infinity are natural numbers.
Correct option: C
Question 5.
Choose the non- terminating decimal?
Options
A. \frac{4}{45}
B. \frac{5}{8}
C. \frac{1}{4}
D. \frac{9}{1280}
Solution:
\frac{4}{45} = 0.08888…
\frac{5}{8} = 0.625
\frac{1}{4}= 0.25
\frac{9}{1280}= 0.00703125
Correct option: A
How to Solve Number System Questions Quickly Type – 3
Question 6
6596 – ? = 6459 – 3357
Options
A. 3949
B. 3494
C. 3102
D. 3499
Solution:
6596 – x = 3102
-x = 3102 – 6596
– x = – 3494
x = 3494
Correct option: B
Question 7
Which one of the following cannot be the square of natural number?
Options
A. 7225
B. 3136
C. 8100
D. 3457
Solution:
7225 = (85)2
3136 = (56)2
8100 = (90)2
3457 is not the square of any natural number as square of any natural number never ends with 7.
Correct option: D
Question 8
What is the unit digit in the product (365 x 659 x 771)?
Options
A. 1
B. 2
C. 3
D. 4
Solution:
Unit digit in 34 = 1
So, Unit digit in (34)16 = 1
Unit digit in 365 = 365 = (34)16 x 31 = (1 x 3) = 3
Unit digit in 659 = 6
Unit digit in 74 = 1
So, Unit digit in(74)17 is 1
Unit digit in 771 = (74)17 x 73 = (1 x 3) = 3
Required digit = Unit digit in (3 x 6 x 3) = 4
Correct option: D
Question 9
117 * 117 + 83 * 83 = ?
Options
A. 40578
B. 20578
C. 31090
D. 34567
Solution:
(117)² + (83)² = (100 + 17)² + (100 – 17)²
= 2 *[ (100)² + (17)²]
= 2 * (10000 + 289)
= 2 * 10289
= 20578
Correct option: B
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