Gagan Pratap Advance Maths Complete Class Notes Instant

What makes these handwritten and printed class notes highly sought-after compared to standard textbooks? Comprehensive Type-wise Categorization

The Advance Maths section generally constitutes 40-50% of the math paper in Tier-II of SSC CGL. The Gagan Pratap notes are structured comprehensively to cover all essential sub-topics: 1. Geometry Lines and Angles Triangles (Congruency, Similarity, Centers of Triangles) Quadrilaterals Circles (Tangents, Chords, Secants) 2. Mensuration (2D & 3D)

He solved 18 out of 20 maths questions. For him, that was a miracle. gagan pratap advance maths complete class notes

The (2026 Edition) is highly regarded by SSC aspirants for its comprehensive coverage of advanced topics and its "handwritten" solution style. It is particularly effective for students who already have a basic understanding of mathematics and want to master high-level shortcuts and conceptual tricks. Key Features

: Includes challenging questions sourced from exams like CAT, XAT, and GMAT to prepare students for the toughest possible SSC shifts. What makes these handwritten and printed class notes

Trigonometric ratios, standard angles, and basic identities.

Area and Perimeter (Circle, Triangle, Rectangle, Square, Trapezium) The (2026 Edition) is highly regarded by SSC

. Unlike traditional textbooks that often feel disconnected, these class notes follow a logical flow. Each chapter begins with fundamental definitions and theorems, gradually progressing to complex, multi-layered problems that mirror the evolving patterns of the Staff Selection Commission (SSC). The "Gagan Pratap" Approach What sets these notes apart is the focus on exam-oriented shortcuts

Note: “Advance Maths” here refers to SSC Tier-2 syllabus, not engineering-level advanced math.

Tougher, conceptual questions modeled after the latest TCS (Tata Consultancy Services) exam patterns.

The first chapter was on . Arjun had always seen them as abstract monsters. But Gagan Sir’s note read: “Log is just a lazy cousin of exponents. If 10² = 100, log₁₀ 100 = 2. It’s not magic. It’s just asking: ‘10 raised to what power gives me this number?’”