Abstract Reasoning Practice Questions

Topics Covered:
Pattern Recognition, Shapes, Sequences, Series Completion,
Figure-based Problems, Analogies

30 Questions

Practice Questions

1. What comes next in the sequence? 1, 4, 9, 16, __?

2. Which figure is the odd one out?

3. Find the missing number in the series: 3, 9, 27, 81, __?

4. Which figure completes the pattern?

5. What comes next in the series? 2, 4, 8, 16, __?

6. Which of the following is the missing piece of the puzzle?

7. Which figure will replace the question mark in the following sequence?

[🔲][🔲][🔲] → [🔲] ? → [🔲]

8. Identify the odd one out in the sequence: Triangle, Square, Rectangle, Pentagon, Circle

9. What is the next figure in this sequence of shapes? ⬛ → ⭕ → 🔶 → ⬛ → ⭕ → ?

10. Which of the following shapes completes the series?

🔳, 🔲, ⬛, ⬛, ⬛, ?

11. Which number completes the sequence? 2, 4, 8, 16, __?

12. What figure comes next in this sequence? 🔵, 🔶, 🔵, 🔶, ?

13. Which of the following is a mirror image of the given figure?

14. Which of these is the odd one out?

15. Find the odd one out from the series: ▲, △, ▲, ⬛, ⬛, ⬛

16. Which figure fits the pattern in the sequence? ⬛, ⬛, 🔶, ⬛, ⬛, ?

17. What comes next in the pattern of shapes? 🔳, ⬛, ⬜, ⬛, ⬛, ?

18. What comes next in this sequence of numbers? 1, 3, 5, 7, __?

19. Which number fits into the blank space in the series? 2, 4, 12, 48, __?

20. What is the next number in this pattern? 1, 1, 2, 6, 24, __?

21. Which figure continues the sequence of patterns? 🔵, 🔶, 🔷, 🔵, 🔶, ?

22. What shape completes the pattern? ⬛ → 🔶 → ⬛ → 🔶 → ?

23. Which option is the odd one out?

24. Find the figure that is similar to the first figure in the sequence. 🔵, 🔶, ⬛, ⬛, ?

25. What number completes the series? 1, 2, 6, 24, __?

26. Which figure is the next in the sequence? ⭕ → 🔲 → ⬛ → ⬛ → ?

27. Which of the following shapes completes the pattern? ⬛, ⬛, 🔶, ⬛, ⬛, ?

28. Which figure completes the sequence? 🔲, ⬛, 🔳, ⬛, ⬛, ?

29. Find the figure that fits the pattern: 🔶, ⬛, 🔶, ⬛, __?

30. Which of the following completes the analogy? ⬛ : 🔶 = ⬜ : ?