Gagan Pratap Advance Maths Complete Class Notes Exclusive [repack] →

Because they are condensed class notes, certain logical jumps in shortcut solutions might require you to watch the corresponding video explanation to fully understand the trick. Conclusion: Is It Worth Your Time?

: Focuses on "Smart Tricks" and shortcut methods to increase problem-solving speed during competitive exams.

It looks like you are looking for a comprehensive summary or a "cheat sheet" style draft based on the teachings of Gagan Pratap Sir (a renowned faculty for SSC and other competitive exams). gagan pratap advance maths complete class notes exclusive

The Advance Maths section is notorious for its vastness. These class notes organize the chaos into digestible chapters:

(A) 11 (B) $\frac1+\sqrt452$ (C) $\frac1+\sqrt532$ (D) $\frac-1+\sqrt452$ Because they are condensed class notes, certain logical

Explanation: $m = \tan\theta + \sin\theta$, $n = \tan\theta - \sin\theta$. $m^2 - n^2 = (m-n)(m+n)$. $m+n = 2\tan\theta$. $m-n = 2\sin\theta$. Product $= 4 \tan\theta \sin\theta$. Also $m \times n = \tan^2\theta - \sin^2\theta = \sin^2\theta (\sec^2\theta - 1) = \sin^2\theta \tan^2\theta$. So $\tan\theta \sin\theta = \sqrtmn$. Answer $= 4\sqrtmn$. Wait, question asks $m^2 - n^2$. $m^2 - n^2 = 4 \frac\sin^2\theta\cos\theta$. $mn = \frac\sin^2\theta\cos^2\theta - \sin^2\theta = \sin^2\theta (\frac1\cos^2\theta - 1) = \sin^2\theta \tan^2\theta$. $\sqrtmn = \sin\theta \tan\theta$. So $m^2 - n^2 = 4\sqrtmn$.

includes updated questions from recent exams like the 2025 CGL, CHSL, and Selection Post. Comprehensive Coverage: The notes span over , detailing concepts through an exam-oriented lens. Detailed Topic List The notes strictly follow the Advance Mathematics syllabus for competitive exams, covering: Lines, angles, triangles, circles, and polygons. Mensuration: calculations (area, volume, surface area). Polynomials and quadratic equations. Trigonometry: Includes heights and distances. Modern Maths: Statistics, Probability, and Permutation & Combination. Target Audience & Pedagogy Advance Class Notes Maths – Apps on Google Play It looks like you are looking for a

Linear and Quadratic equations, Polynomials, and Identities.

: The 2026 edition includes updated questions from recent 2025 examinations like SSC CGL and Selection Posts.

Structured to mirror real classroom teaching, making it effective for self-study and quick revision.