Cambridge GCE O-Level (Singapore)
Additional Math Tuition
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Quadratic Functions (1/3)
Line of Symmetry, Maximum/Minimum Point
Quadratic Functions (2/3)
Roots, Nature of Roots (Discriminant)
Quadratic Functions (3/3)
Always positive and always negative scenarios
Quadratic Inequalities
Polynomials
Long Division, Remainder Theorem, Factor Theorem, Solving Polynomial Equations
Partial Fractions
Binomial Expansion
Surds
Exponentials
Logarithms
Coordinate Geometry
Circles
Transformation To Linear Form (Linear Law)
Trigonometry (1/5) The Functions
sin(x), cos(x), tan(x), cosec(x), sec(x), cot(x), radians, ASTC, angle transformations
Trigonometry (2/5) Graphs
Graphs of y=sin(x), y=cos(x), y=tan(x), graph transformations
Trigonometry (3/5) Equations
Trigonometry (4/5) Identities
Solving equations and proving identities
Trigonometry (5/5) R-Formula
Differentiation (1/4): Differentiation Techniques
Differentiating using different results for various functions. Applying Product Rule, Quotient Rule and Chain Rule to extend the process of differentiation to more expressions.
Differentiation (2/4) Applications: Tangents & Normals
Using differentiation to analyze Tangents & Normals, Increasing & Decreasing, and Stationary Points
Differentiation (3/4) Applications: Rate Of Change
Differentiation (4/4) Applications: Maxima & Minima
Integration (1/2): Integration Techniques
Integration (2/2): Integration Applications
Areas & Reversing process of differentiation
Kinematics
Plane Geometry
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