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  • Q1
    Is this book suitable for both NDA (I) and NDA (II) exams?
    A1

    Yes, it covers solved papers from 2006-2023, making it useful for both NDA (I) and NDA (II) exams.

  • Q2
    Does this book include the latest NDA syllabus?
    A2

    Absolutely, the book is strictly based on the latest UPSC NDA syllabus.

  • Q3
    How many years' question papers are covered in this book?
    A3

    It includes 18 years of solved papers (2006-2023).

  • Q4
    Is this book helpful for improving speed and accuracy?
    A4

    Yes, practicing from this book enhances problem-solving speed and accuracy.

  • Q5
    Does it cover all important NDA Mathematics topics?
    A5

    Yes, it includes 24 chapters covering the entire NDA Mathematics syllabus.

  • Q6
    Are there any practice exercises or only solved papers?
    A6

    It primarily contains solved previous years’ papers, but the explanations serve as effective practice material.

  • Q7
    Can a beginner use this book, or is it only for advanced learners?
    A7

    It is suitable for all levels, as solutions are explained in a simple and clear manner.

  • Q8
    Does this book include questions from the latest 2023 NDA exam?
    A8

    Yes, it covers questions up to the 2023 NDA exam.

  • Q9
    Can this book be used alongside other NDA preparation books?
    A9

    Yes, it complements other study materials by providing topic-wise solved papers for extra practice.

  • Q10
    How does this book help in understanding exam trends?
    A10

    By analyzing previous years’ papers, students can identify repeated questions and important topics.

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1. Sets, Relations, Functions and Number System
2. Polynomial, Quadratic Equation & Inequalities
3. Sequence and Series
4. Complex Numbers
5. Binomial Theorem, Mathematical Induction
6. Permutation and Combination
7. Cartesian Coordinate System and Straight Line
8. Pair of Straight Lines
9. Circles
10. Conics - Parabola, Ellipse & Hyperbola
11. Trigonometry - Ratio & Identity, Trigonometric Equations\
12. Properties of Triangle, Inverse Trigonometric Function
13. Height & Distance
14. Functions, Limit, Continuity and Differentiability
15. Derivatives
16. Application of Derivatives
17. Indefinite Integration
18. Definite Integration & Its Application
19. Differential Equation
20. Matrices 7 Determinants
21. Probability and Probability Distribution
22. Vectors
23. 3 - D Geometry
24. Statistics

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