Quadratic Equations are an important topic in the Quantitative Aptitude section of the IBPS RRB Clerk Prelims Exam. Questions from this topic test candidates’ calculation skills and ability to compare the roots of quadratic equations. Regular practice helps improve speed and accuracy.
Quadratic Equation for IBPS RRB Clerk, FREE Practice PDF
Prepare effectively with our FREE Quadratic Equation Practice PDF, designed according to the IBPS RRB Clerk exam pattern. The study material contains exam-oriented questions with detailed solutions to help you strengthen your concepts and solve quadratic equation problems efficiently.
Quadratic Equation for IBPS RRB Clerk, FREE Live Quiz
After completing the practice PDF, attempt our FREE Quadratic Equation Live Quiz to evaluate your preparation in an exam-like environment and improve your calculation speed and accuracy.
1. I. x² + 12x = −32 II. y² − 9y − 44 = −2y
2. I. x² − 14x = −49 II. y² + 2 = 3y
3. I. x² + x = 42 II. y² − 15y + 24 = −4y
4. I. x² − 20x = −100 II. y² + 100 = 20y
5. I. x² + x − 42 = 0 II. y² + 24 = 14y
6. I. x² − 4x + 3 = 0 II. y² − 12y + 21 = −2y
7. I. x² − 10x + 25 = 0 II. y² + 99 = 20y
8. I. x² − 35x + 306 = 0 II. y² − 25y + 88 = −6y
9. I. x² − 40x = −400 II. 3y² + 86y + 663 = −4y
10. I. 4x² − 20x = −24 II. y² + 224 = 30y
11. I. x² − 39x = −380 II. y² − 25y + 38 = −4y
12. I. 2x² − 76x + 704 = 0 II. y² + 64 = 16y
13. I. x² + 37x + 340 = 0 II. y² − 23y + 154 = 2y
14. I. 3x² + 12x − 198 = −3x II. y² + 220 = −31y
15. I. 4x² − 24x + 36 = 0 II. y² + 9 = 6y
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16. I. 22 − 13x + x² = 0 II. y² − y = 2
17. I. 6x² + 97x + 322 = 0 II. 3y² + 176 = −46y
18. I. x² + 169 = 26x II. 9y² − 81y + 110 = 0
19. I. 60 − 53x + 6x² = 0 II. y² + 29y = −210
20. I. 4x² + 16x = 153 II. 8y + y² = 0
21. I. x² = 64 II. y² = 6y
22. I. x² − 15x = −36 II. y² − 6 = y
23. I. x² − 12x = −36 II. y² + 36 = 12y
24. I. x² + 15x = 0 II. (y − 5)² = 25
25. I. x(x + 12) = 28 II. y(y − 15) = −36
26. I. 5x² − 215x = −2160 II. y² + 28 = −11y
27. I. x² − 38x = −37 II. y² + 26y − 33 = −6y
28. I. 3x² + 63x = −324 II. y² + 627 = 52y
29. I. x² − 75x = −1406 II. y² − 36y + 361 = 2y
30. I. 5x² + 175x = 570 II. y² + 21 = 10y
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