Gagan Pratap Advance Maths Complete Class Notes File

  • 3D Figures:
  • Mixed Problems: Conversion of solid from one shape to another.
  • Even with the best notes, students fail. Here is what to avoid:

    Most available versions of the Gagan Pratap Advance Maths Complete Class Notes are bilingual (Hindi & English). This ensures that students from Tier-2 and Tier-3 cities, who may struggle with pure English textbooks, can grasp complex concepts like Cyclicity or Coordinate Geometry in their comfortable language.

    | Resource | Best for | Theory depth | Shortcuts | Practice Qs | |----------|-----------|---------------|------------|--------------| | Gagan Pratap Notes | Speed + exam patterns | Medium | High | High | | Rakesh Yadav (Class Notes) | Conceptual clarity | High | Medium | Very High | | Kiran SSC Maths | Pure practice | Low | Low | Extremely High | | Abhinay Sharma | Advanced problem-solving | High | High | Medium | gagan pratap advance maths complete class notes

    "I cleared SSC CGL 2022 (Tier I & II) with 187/200 in Maths. I didn't touch any reference book. Just Gagan Pratap sir's class notes, solved thrice."Ankit Sharma, Patna

    "The Geometry chapter alone is worth the price of the entire book. Concepts of orthocenter, incenter, and circumcenter are explained in a way that you can never forget."Neha Verma, UPSC CDS Aspirant 3D Figures:

    | Student Profile | Should buy? | |----------------|--------------| | Beginner (just passed 10th) | ❌ No – will get overwhelmed | | Intermediate (cleared basics, weak in adv topics) | ✅ Yes – but pair with video solutions | | Advanced (scoring 40+/50 in Tier 1 maths) | ✅✅ Highly recommended for speed | | Repeater aiming for CGL Tier 2 170+ marks | ✅ Essential for geometry & trig shortcuts |

    Overall Rating: ⭐⭐⭐⭐ (4/5) – Deducted 1 star for poor self-learning support. Mixed Problems: Conversion of solid from one shape


  • Transformation Formulas: Converting sums into products and vice versa.
  • Conditional Identities: Solving complex trigonometric equations.
  • Inverse Trigonometry: Principal values and properties.
  • Week 1–2: Algebra foundations, complex numbers, inequalities
    Week 3–4: Differential calculus, practice on applications
    Week 5: Integral calculus and applications
    Week 6: Coordinate geometry, vectors, 3D basics
    Week 7: Trigonometry + sequences & series
    Week 8: Revision, mock tests, past paper practice