Gagan Pratap Advance Maths Complete Class Notes New (BEST | 2026)

Complete Class Notes – Advance Maths (2026 Edition) by Gagan Pratap Sir is a bilingual resource designed for competitive exams like SSC CGL, CHSL, CPO, and Railways. Published by Champion Publication, this updated version includes content from 2025 exams and features handwritten solutions directly below the questions for quick concept building. Key Features of the 2026 Edition Bilingual Support : All content is presented in both English and Hindi , making it accessible to a wider range of aspirants. Updated Content : Includes the latest questions from 2025 exams such as CGL, CHSL, and Selection Post. Detailed Explanations

Extract the highlighted rules, theorems, and identities into a separate short-note binder for rapid daily revision.

Gagan Pratap Singh is a renowned mathematics educator in India, known for his ability to simplify complex quantitative aptitude concepts. His journey from a small village in Uttar Pradesh to becoming a top educator with a strong YouTube presence and over 120K followers is inspirational. His teaching style focuses on clarity, logical thinking, and smart, exam-oriented strategies, reducing fear around mathematics and building structured confidence. gagan pratap advance maths complete class notes new

The "Advance" segment of competitive mathematics relies heavily on conceptual clarity rather than just simple calculation. These notes cover: 📐 Geometry & Mensuration

Content is presented in both Hindi and English, ensuring accessibility for diverse student demographics. Complete Class Notes – Advance Maths (2026 Edition)

The latest 2026 edition is a completely updated version, ensuring the content aligns with the latest exam patterns and question trends. It is available in a bilingual format, which is a major advantage for students comfortable with either Hindi or English.

Clear breakdowns of signs and functions across all four quadrants. Value-Putting Frameworks: Identifying when to substitute 90∘90 raised to the composed with power Updated Content : Includes the latest questions from

Dedicated sections cover the properties of triangles (Centroid, Incenter, Orthocenter, Circumcenter) and circles (Tangent properties, Alternate Segment Theorem).

Simply downloading the PDF won't help you clear the exam. Here is a strategy to use these notes effectively:

Progresses logically from basic definition to standard property, followed by advanced application.