Additional Mathematics
Cambridge IGCSE 0606 · Paper 1 practice · 580 questions
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Algebra and functions
132 Q
Functions
Function terminology
Domain and range
Modulus of a function
Existence of an inverse
Inverse of a one-one function
Composite functions
Graph of a function and its inverse
Quadratic functions
Maximum and minimum by completing the square
Sketching quadratics and finding range
Discriminant and conditions for roots
Quadratic inequalities
Factors of polynomials
Remainder and factor theorems
Factorising polynomials
Solving cubic equations
Equations, inequalities and graphs
Modulus equations
Modulus inequalities
Substitution to form quadratics
Graphs of cubic polynomials and their moduli
Cubic inequalities
Simultaneous equations
Simultaneous equations (one linear, one non-linear)
Coordinate geometry
44 Q
Trigonometry and vectors
91 Q
Circular measure
Arc length and sector area (radians)
Counting and series
90 Q
Calculus
95 Q
Calculus
The derived function
Products and quotients
Gradients, tangents and normals
Stationary points
Connected rates of change
Maxima and minima problems
First and second derivative tests
Integration as reverse of differentiation
Integrating composite functions
Definite integrals and plane areas
Kinematics with calculus
Kinematics graphs
Functions and equations, step by step
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