SSC Number System Questions PDF Papers, Important Topics

SSC number system questions are an important part of quantitative aptitude exams. They help candidates improve calculation speed, logical thinking, and accuracy. The main topics include fractions, decimals, HCF, LCM, integers, and numbers. Practising these questions regularly helps students manage time well and solve problems with confidence.

In quantitative aptitude tests like SSC CGL, number system questions are frequently included. They enhance calculation skills, logical thinking, and problem-solving abilities. The main topics under the SSC number section generally covered are fractions, decimals, HCF, LCM, and numbers. 

Regular practice also helps candidates identify patterns, apply formulas, and use shortcuts to solve questions faster. Some SSC number system notes and PDF papers provide step-by-step solutions. It makes it easier for aspirants to learn both basic and advanced concepts efficiently.

SSC Number System Questions Section Overview

SSC number system questions section generally includes a mix of basic arithmetic, algebra, and numerical reasoning problems. Here, students are required to answer multiple-choice questions in competitive examinations within a limited timeframe with precision. Practising questions from topics like number systems can help candidates enhance their accuracy and speed. 

The number system questions for SSC are designed to test both conceptual understanding and calculation speed. Aspirants are required to identify patterns, apply formulas accurately, and manage their time effectively. Consistent practice with structured questions helps students build confidence, improve accuracy, and handle even complex problems efficiently during SSC exams.

The table below presents a structured overview of topics commonly covered in SSC number system questions:

Note: The above-mentioned table represents the general structure of SSC number system questions. It helps students identify the weightage and type of questions that might appear in such competitive examinations.

Important SSC Number System Topics

Aspirants should focus on important topics that frequently appear in SSC exams. Mastery of these topics improves problem-solving efficiency and confidence of the applicants. Students are recommended to revise the following areas regularly:

• Types of numbers

• Divisibility Rules

• Fractions and Simplification

• Decimals 

• LCM and HCF Problems

• Square, Cube, and Roots

• Number Properties including Odd, Even, Prime, and Composite

SSC Number System Questions PDF Links

Candidates can access SSC number system questions PDFs to practice effectively and understand problem patterns. The following table provides verified links for free downloads:

Note: These PDFs and notes should be taken as reliable references for candidates who are aiming to strengthen their understanding and speed in solving SSC number system questions.

Benefits of Using SSC Number System Notes and Questions

Using the SSC number system notes and questions significantly improves the preparation efficiency of the candidates. Aspirants can revise quickly, understand difficult concepts, and practice systematically. These resources help in time management and accuracy enhancement. Here are some of the benefits of using SSC number system notes:

• Provides step-by-step explanations for faster learning

• Offers a structured approach to cover all essential topics

• Includes shortcuts and tricks for quick calculations

• Enhances problem-solving speed and accuracy

• Acts as a ready reference for last-minute revision
  

Number System Questions for Practice 

1. Find the place value of 4 in 1345.

• (A) 4

• (B) 400

• (C) 40

• (D) 134

2. Find the face value of 3 in 22,376.

• (A) 3000

• (B) 300

• (C) 30

• (D) 3

3. How many prime numbers are there between 1 and 40?

• (A) 11

• (B) 12

• (C) 10

• (D) 15

4. The set of numbers whose HCF is ____ are called co-prime numbers.

• (A) 1

• (B) 2

• (C) 0

• (D) None of the above

5. Choose the number which is different from the others.

• (A) 27

• (B) 29

• (C) 21

• (D) 33

6. How many prime numbers are between 30 and 70?

• (A) 10

• (B) 7

• (C) 9

• (D) 11

7. What is the digit at the units place in the product $(653\times308\times402\times413)$?

• (A) 4

• (B) 3

• (C) 2

• (D) 8

8. What is the units digit of $311^{51}\times25^{36}$?

• (A) 0

• (B) 2

• (C) 5

• (D) 6

9. Find the unit digit of the expression $31^{2}+32^{2}+33^{2}+34^{2}+35^{2}+36^{2}+37^{2}+38^{2}+39^{2}$.

• (A) 6

• (B) 4

• (C) 5

• (D) 8

10. Find the last digit of $(12321)^{2023}\times(56765)^{2023}+(67876)^{2023}$.

• (A) 0

• (B) 1

• (C) 5

• (D) 6

11. If the 9-digit number $97x4562y8$ is divisible by 88, what is the value of $(x^{2}+y^{2})$ for the smallest value of y, given that x and y are natural numbers?

• (A) 64

• (B) 68

• (C) 76

• (D) 80

12. What is the minimum value of * if $4557^{*}0$ is divisible by 4? (missing number is not 0)

• (A) 4

• (B) 3

• (C) 2

• (D) 1

13. If the 11-digit number $4y6884805x6$ is divisible by 72, and $x\ne y$, then the value of $\sqrt{xy}$ is:

• (A) $\sqrt{8}$

• (B) $\sqrt{6}$

• (C) $\sqrt{12}$

• (D) $\sqrt{5}$

14. If a number $71A5A6$ is divisible by 11, then find the one fourth of A.

• (A) 6

• (B) 4

• (C) 2

• (D) 8

15. Which of the numbers given below is exactly divisible by 24?

• (A) 14744

• (B) 28856

• (C) 43976

• (D) 57528

16. $\frac{12321^{2023}}{111}$ gives remainder.

• (A) 0

• (B) 1

• (C) 2

• (D) 3

17. Find the remainder when $7^{7}$ is divided by 4.

• (A) 1

• (B) 2

• (C) 3

• (D) 0

18. Prime factors of number 840 are:

• (A) $7\times5\times4\times3\times2$

• (B) $7\times5\times3\times2\times2\times2$

• (C) $7\times5\times3\times3\times2$

• (D) None of the above

19. Find the total number of odd factors of 360.

• (A) 6

• (B) 3

• (C) 9

• (D) 12

20. What is the total number of odd factors of 1260?

• (A) 16

• (B) 14

• (C) 12

• (D) 10