Gagan Pratap Advance Maths Complete Class Notes Exclusive Jun 2026

Explanation: Opposite angles of a cyclic quad are supplementary. $\angle A + \angle C = 180$. $75 + C = 180 \implies C = 105^\circ$.

Advance Maths is prone to retention decay; you will forget geometric theorems if you do not revise them. Set aside 30 minutes every morning to flip through the formulas and special "star-marked" hard questions in the notes. Implement a weekly revision cycle for heavy chapters like Mensuration 3D. Step 5: Cross-Reference with Mock Tests

Highly organized; eliminates the need to watch hundreds of hours of video if you already have basic concepts; excellent for quick revision.

This section is highly formula-dependent. The notes excel here by showing the derivation of formulas so you do not have to memorize them blindly. gagan pratap advance maths complete class notes exclusive

Includes basic ratios, identities, and Height & Distance. It features his signature "Value Putting" methods to bypass long derivations.

While highly praised, these notes are specifically tailored for a certain type of learner: Complete Class Notes Advance Maths | Gagan Pratap Sir

Distance formula, section formula, slopes, and equations of lines. Explanation: Opposite angles of a cyclic quad are

Explanation: Diagonals bisect at $90^\circ$. Side $s = \sqrt(\fracd_12)^2 + (\fracd_22)^2 = \sqrt12^2 + 5^2 = \sqrt144+25 = 13$. Perimeter $= 4 \times 13 = 52$ cm.

While video lectures provide foundational learning, written class notes serve as the backbone for revision. The are a digitized, meticulously curated compilation of Gagan Sir’s actual classroom blackboard content.

Distance formula, section formula, and area of triangles using coordinates. Advance Maths is prone to retention decay; you

(A) 11 (B) $\frac1+\sqrt452$ (C) $\frac1+\sqrt532$ (D) $\frac-1+\sqrt452$

It encompasses core topics such as Geometry, Mensuration, Trigonometry, Algebra, and Number System. In exams like the Staff Selection Commission Combined Graduate Level (SSC CGL) Tier 1 and Tier 2, Advance Maths accounts for roughly 40% to 50% of the mathematics section. Aspirants frequently struggle with this segment because: It requires memorizing hundreds of theorems and identities.

(A) $mn$ (B) $4\sqrtmn$ (C) $4mn$ (D) $m + n$

A frequently tested topic that requires visualizing equations on a graph. The notes cover: Distance formula, section formula, and area of triangles.