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Overview
Stream A - Notes
1. Introductory material
2. Trigonometric and hyperbolic functions
3. Differentiation
4. Minima, maxima and points of inflection
5. Power and Maclaurin series
6. Taylor series, l’Hôpital’s rule and approximation errors
7. Integration
8. Methods of integration
9. Differential equations
10. Techniques for solving first order differential equations
Stream B - Notes
11. Complex Numbers
12. Vectors
13. Matrices
Stream B - Appendix
Row Reduction Inverse
Matrix Diagonalisation
Examples from Physics
Adjoint Proof
Similarity Transforms
Repository
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Index
