Number Puzzle Questions for SSC Exams, Attempt Now

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The logical reasoning section of any exam tests your logical thinking ability or decision-making skills but the reasoning section for SSC also tests your numerical skills. Number puzzles for SSC which are asked in the Reasoning section include grid based questions, similar and unsimilar sets of numbers, odd one out, etc. There are different concepts used to solve these number puzzles for SSC which are listed below.

Download Number Puzzles in Reasoning for SSC Exams PDF

The Number Puzzles section in SSC Exams includes questions based on number patterns, missing numbers, logical arrangements, mathematical relations, coding patterns, and puzzle-based reasoning. Practicing these questions helps candidates understand the latest exam pattern, improve speed and accuracy, and identify the expected difficulty level. The practice questions provided in this article will help you strengthen your preparation and boost confidence for the actual exam.

Practice the Number Puzzle Questions for SSC Exams (Live)

Given below are some of the most repeated number puzzle reasoning questions for SSC Exams. Attempt them live and check your score as per the real exam marking scheme.

Practice Number Puzzle Questions Live Score: 0.00

Q1. Which of the following is NOT a rational number?

Q2. How many prime numbers exist between 80 and 110?

Q3. Which pair is co-prime?

Q4. The number 1 is:

Q5. Which of the following is both a perfect square and a perfect cube?

Q6. How many composite numbers lie strictly between 20 and 30?

Q7. What is the sum of the first five prime numbers?

Q8. Which of the following is divisible by 11?

Q9. What is the smallest value of ★ so that 34★6 is divisible by 9?

Q10. A number ends in 0. It is definitely divisible by:

Q11. If 5A4B is divisible by both 4 and 9, what is A + B?

Q12. What is the largest value of K such that 7K3 is divisible by 3?

Q13. Which of the following is divisible by both 8 and 11?

Q14. For a 6-digit number 73A49B to be divisible by 36 with B = 8, find A.

Q15. N = 2³ × 3² × 5 × 7. How many factors of N are divisible by 5?

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