Maths Deity

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I started teaching maths in the UK in 2004 but have spent the last 15 years teaching in British schools abroad. I have nearly 14 years experience teaching A ...

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Polar coordinates and equations (Edexcel IAL FP2 8.1)

Series solutions of differential equations (Edexcel IAL FP2 7.5)

Taylor Series (Edexcel IAL FP2 7.4)

Series expansions of compound functions (Edexcel IAL FP2 7.3)

Maclaurin series (Edexcel IAL FP2 7.2)

Higher derivatives (Edexcel IAL FP2 7.1)

Constant acceleration formulae (Edexcel IAL M2 2.6)

Reducible second-order differential equations (Edexcel IAL FP2 6.4)

Integrating Vectors (Edexcel IAL M2 2.5)

Using boundary conditions (Edexcel IAL FP2 6.3)

Differentiating Vectors (Edexcel IAL M2 2.4)

Second-order non-homogeneous differential equations (Edexcel IAL FP2 6.2)

Second-order homogeneous differential equations (Edexcel IAL FP2 6.1)

Reducible first-order differential equations (Edexcel IAL FP2 5.3)

First-order linear differential equations of the form dydx + Py = Q (Edexcel IAL FP2 5.2)

First order differential equations with separate variables (Edexcel IAL FP2 5.1)

Transformations of the complex plane (Edexcel IAL FP2 4.5)

Further regions in an Argand diagram (Edexcel IAL FP2 4.4)

Regions in an Argand diagram (Edexcel IAL FP2 4.3)

Further loci in an Argand diagram (Edexcel IAL FP2 4.2)

Loci in an Argand Diagram (Edexcel IAL FP2 4.1)

nth roots of a complex number (Edexcel IAL FP2 3.5)

Trigonometric Identities (Edexcel IAL FP2 3.4)

De Moivre’s Theorem (Edexcel IAL FP2 3.3)

Multiplying and Dividing Complex Numbers (Edexcel IAL FP2 3.2)

Exponential form of Complex Numbers (Edexcel IAL FP2 3.1)

The Method of Differences (Edexcel IAL FP2 2.1)

Modulus inequalities (Edexcel IAL FP2 1.3)

Using graphs to solve inequalities (Edexcel IAL FP2 1.2)

Algebraic Methods (Edexcel IAL FP2 1.1)