NTA CUET (UG) Chapter wise Question Bank Mathematics By MTG Learning
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xSubject |
Mathematics |
Format |
Printed Books |
Book Language |
English |
Faculty Name |
MTG Editorial Board |
Package Details |
2026 Edition. MTG’s CUET UG Question Bank for Mathematics is a comprehensive resource designed to help students prepare for Mathematics subject in CUET 2026. It is helpful for students aiming to secure admissions in top central universities, state universities, deemed universities, private universities, and other government institutions. Paperback Book |
Sold & Dispatched By |
BuyTestSeries |
Item Code |
9789369577415 |
Exams |
CUET (UG) |
Exam Attempt |
2026 |
Delivery |
Home Delivery within 7-10 days from the date of Payment Confirmation |
Brand |
MTG Learning |
No of Pages |
240 |
Description
xNTA CUET (UG) Chapter wise Question Bank Mathematics By MTG Learning
MTG’s CUET UG Question Bank for Mathematics will ensure that you get admission to your dream college. It will help students ace Mathematics subject in CUET 2026. It is based on the latest exam pattern of CUET 2026 and covers all question typologies to help you better understand the background and recent pattern of questions in CUET 2026.
- Revision notes for Mathematics, arranged by chapter, making it easy to quickly understand and strengthen your core concepts.
- 3 practice papers are included to further test your understanding.
- Fully solved 2025, 2024 and 2023 CUET papers to familiarize with the exam pattern.
- Chapter-wise question bank for the CUET exam, helping you fully grasp each topic.
- At the end of each chapter, there is a practice section with detailed answers and explanations to identify your weak areas and improve them.
- OMR sheets are provided for realistic exam preparation and to prevent any unexpected challenges during the actual exam.
Table of Content :
- CUET (UG) Solved Paper 2025
- CUET (UG) Solved Paper 2024
- CUET (UG) Solved Paper 2023
- 1. Relations and Functions
- 2. Inverse Trigonometric Functions
- 3. Matrices
- 4. Determinants
- 5. Continuity and Differentiability
- 6. Application of Derivatives
- 7. Integrals
- 8. Application of Integrals
- 9. Differential Equations
- 10. Vector Algebra
- 11. Three Dimensional Geometry
- 12. Linear Programming
- 13. Probability
- Practice Papers 1-3
