AU Teaching Resources

Section	Handouts
1	Assumed prior knowledge: Trigonometric and hyperbolic functions Assumed prior knowledge: graph sketching Series Expansion of ln(1+x) The History of Complex Numbers
2	Proof of Cramer's Rule Independent Study Problem: Solving a 2D eigenvalue equation
3	Assumed prior knowledge: Methods of Differentiation Partial Derivatives Worked Examples
4	Assumed prior knowledge: Methods of Integration Multiple Integrals Worked Examples
5
6
7	Div, Grad, Curl and Del-squared in different coordinate systems Curl and Circulation Del Expansion Rules
8	Integrating Factor ODEs
	2006 Exam Paper for revision session and its solutions
	Supplementary material
	Not examinable, but you may find the following material on Fourier series and Fourier transforms useful in some of your physics modules: Lecture notes on Fourier series Worked examples from these lecture notes Succinct forms for expressing number sequences in Fourier series Fourier expansion example from lecture 3 Lecture notes on Fourier transforms Fourier transform worked examples

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