Gagan Pratap Advance Maths Complete Class Notes

Each chapter begins with core definitions, graduates to fundamental formulas, details derivation highlights, and concludes with practice questions arranged from basic to advanced levels.

Writing down notes during live online classes takes hours. Having pre-compiled class notes lets you focus entirely on understanding and practicing.

Frustum of a cone, pyramids, prisms, and cutting/melting of solids. 3. Algebra (बीजगणित)

Explanations and questions are provided in both Hindi and English , catering to a diverse student base across India.

With updated editions for 2026 hitting the shelves and convenient digital apps allowing offline access, there is no reason for a serious aspirant to miss out on this resource. If you are targeting SSC CGL, CHSL, CPO, or Railways, investing in this book (alongside consistent practice) is one of the surest ways to secure a high score in the Advanced Mathematics section.

The day of the prelims arrived. The maths section was brutal. Students around him were sweating, erasing answers, whispering in panic. Arjun looked at the first tough question—a 3D mensuration problem involving a cone inside a cylinder. gagan pratap advance maths complete class notes

Unlike standard textbooks, these class notes are a direct transcription of live classroom teaching, curated to save students time.

Algebra in SSC exams requires a mix of identities and value-putting methods: Basic algebraic identities and algebraic expressions. Symmetric equations and conditional identities (e.g., If

: Problems are categorized by difficulty level, ranging from basic introductory questions to complex, multi-concept problems.

His "Complete Class Notes" are unique because they aren’t just another collection of practice questions; they are the actual transcripts and notes from his live classroom sessions. This provides a distinct advantage, mimicking the structure and clarity of a real classroom environment.

Volume, lateral surface area (LSA), and total surface area (TSA) of prisms, pyramids, spheres, cones, cylinders, and frustums. Each chapter begins with core definitions, graduates to

The complete set of notes covers the following pillars of Advance Maths:

4. Trigonometry & Height and Distance (त्रिकोणमिति) Trigonometric ratios, identities, and quadrant rules. Maximum and minimum values of trigonometric functions. Circular measure of angles (Radians to Degrees). Standard ratio methods ( triangles) to solve heights without writing long equations.

Standard ratio techniques (30°-60°-90° and 45°-45°-90° triangles) that eliminate the need to use tedious calculations. 3. Geometry Lines and Angles: Basic properties and transversal lines.

The Advance Maths booklet covers five core pillars of the competitive exam syllabus. Here is what you will find inside each section: 1. Geometry (ज्यामिति)

Cartesian planes, distance formula, and section formula. Frustum of a cone, pyramids, prisms, and cutting/melting

: As you progress through the notes, extract all major formulas, theorems, and identities into a separate 20-page revision notebook.

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Application of value-putting methods to solve complex equations in seconds. 2. Trigonometry Trigonometric Ratios and Identities. Maximum and Minimum values of Trigonometric Functions.

Rather than throwing a random assortment of questions at the student, the notes categorize problems "type-wise." For instance, under the Algebra chapter, you will find Type-1 (Basic Identities), Type-2 (Conditional Identities), Type-3 (Symmetric Equations), and so on. This helps students map out patterns in their minds. Dual-Language Accessibility