Pure Mathematics 3
For exam success in CAIE A Level Mathematics (9709)
Get early access and get your exam preparation on track!
This course is a collection of recorded LIVE Classes and it covers all the topics contained in the most current A Level Mathematics (9709) specification for Pure Mathematics 3. I have developed this course to help you develop logical thinking and problem-solving skills with the eventual result of excelling in your final exams. My paper-centered approach will help you get exposure to exam-style questions as well giving you the techniques required to solve commonly set problems with ease.
Key concepts of each topic explained
Learn how to handle common exam questions
High-quality questions to ensure sufficient practice
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Modulus Functions
Modulus Functions - Worked Solutions
Polynomials (Division, Factor Theorem, Remainder Theorem)
Polynomials - Worked Solutions
Binomial Expansions and Partial Fractions
Binomial Expansions and Partial Fractions (Worked Solutions)
Introduction, Laws of Logarithms, Exponential Functions & Solving Equations
Introduction, Laws of Logarithms, Exponential Functions - Worked Examples
Important Results, Solving Exponential Equations, Linear Form
Important Results, Solving Exponential Equations, Linear Form - Worked Examples
Reciprocal Trigonometric Functions, Equations, Double Angle Formulae
Reciprocal Trigonometric Functions, Equations, Double Angle Formulae - Worked Examples
Trigonometric Equations, Compound Angle Formulae, Harmonic Form
Trigonometric Equations, Compound Angle Formulae, Harmonic Form - Worked Examples
Differentiating exponential functions, logarithmic functions, trigonometric functions, product and quotients rules
Differentiating exponential functions, logarithmic functions, trigonometric functions, product and quotients rules - Worked Examples
Differentiating powers of sin, cos and tan, Parametric differentiation and Implicit differentiation.
Differentiating powers of sin, cos and tan, Parametric differentiation and Implicit differentiation - Worked Examples
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