Pure

Table of Contents

Algebra & Functions

Hidden Quadratics

GA_000259_HIDDEN_QUAD.pdf

Polynomial Division

GANESASSESS_000255_POLYNOMIAL_DIVISION (1).pdf

Partial Fractions

GA_000449_PARTIAL_FRACTIONS.pdf

Binomial Expansion

Basics

GA_000287_BINOMIAL_EXPANSION.pdf

Recurring Decimals

GA_000299_BINOMIAL_EXPANSION_RECURRING.pdf

Binomial Expansion - II

GA_000451_BINOMIAL_EXPANSION_II.pdf

Polynomials & Inequalities

Discriminant

GA_000260_DISCRIMINANT.pdf

Circles

GANESASSESS_000492_CIRCLES_I.pdf

Inequalities

GA_000312_INEQUALITIES.pdf

Quadratic Inequalities

GA_000328_A_QUAD_INEQUALITIES.pdf

Sequences & Series

Arithmetic Sequences

GA_000376_ARITHMETIC_SEQUENCE.pdf

Differentiation

First Principles

GANESASSESS_000482_DIFF_FIRST_PRIN.pdf

Basics

GA_000349_DIFFERENTIATION.pdf

Basics - II

GA_000431_DIFFERENTIATION.pdf

Quotient Rule - Algebraic Only

GANESASSESS_000486_DIFF_QUOTIENT_RULE (2).pdf

Trigonometry & Exponentials

GA_000396_DIFF_TRIG_e_ln.pdf

Integration

Basics

GA_000462_INTEGRATION_BASICS.pdf

Integrating Between Functions

GA_000283_BOUND_INTEGRATIONS.pdf

First-Order Differential Equations

GA_000468_FIRST_ORDER_DIFFERENTIAL_EQUATIONS.pdf

Integration by Parts

GA_000442_INTEGRATION_BY_PARTS.pdf

Integration by Substitution

GA_000442_INTEGRATION_BY_SUBSTITUTION.pdf

Coordinate Geometry (x, y)

Identifying Graphs

GA_000282_IDENTIFYING_GRAPHS.pdf

Intersecting Graphs

GA_000261_INTERSECTING_GRAPHS.pdf

Trigonometry

Double Angle Formulae

GANESASSESS_000497_DOUBLE_ANGLE_FORMULAE.pdf

Trigonometric Identities 

GA_000334_TRIG_PROOF.pdf

Trigonometry - II

GANESASSESS_000485_TRIG_II.pdf

Exponentials & Logarithms

 Logarithms (I)

GA_000298_LOG_QUESTIONS.pdf

 Logarithms (II)

GA_000445_LOGARITHMS_II.pdf

ln and e

GANESASSESS_000481_e_ln.pdf

Vectors

Complex Numbers

Basics

GA_000433_COMPLEX_NUMBERS.pdf

Modulus-Argument

GA_000440_COMPLEX_NUMBERS_II.pdf

Argand Diagram

GA_000442_ARGAND_DIAGRAMS.pdf

Argand Diagram - II

GA_000476_ARGAND_DIAGRAMS_II.pdf

Matrices

Matrices - Basics

GA_000371_MATRICES.pdf

Proof by Induction