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first order linear differential equation

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first order linear differential equation	order of a matrix	determinant of a matrix	simultaneous equations	partial differentiation
partial differentiation	convergence of a series	limits, using l'Hopital's rule	complex numbers	complex numbers, de Moivre's theorem
Laplace transform	second order linear differential equation	inverse Laplace transform	period of a function	probability
odd and even functions	combinations	second order linear differential equation	second order linear differential equation	simple vector algebra
dot and cross products of vectors	vector equation of a line	integrating a vector	matrix multiplication	first and second order ODEs
vectors, equations of planes and distance from a point to the plane	three simultaneous equations	eigenvalues and eigenvectors	partial differentiation using the chain rule and Maclaurin's theorem	complex numbers and Laplace transforms
Fourier series	pdf and mean

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Exam questions and solutions in LaTex. Diagrams for the questions are all together in the support.zip file, as .eps files

Added By:	Mathbank
Date Added:	22 Apr 2009 12:17
Tags:	De Moivre's Theorem, Elementary Probability, Exam Answer, complex numbers, Continuous Distributions, Calculating Laplace Transforms, Modulus and Argument, convergence series, matrices eigenvalues eigenvectors, Fourier Series, Linear First Order ODEs, The Chain Rule, Laplace transform, L'Hopital's Rule, Permuations and Combinations, Non-Linear First Order ODEs, Basic Algebra, 3D Vector Geometry, Linear Second Order ODEs, Laplace Transforms and ODEs, Convergence and Limits, periodic function, combinations, Limits of Functions, simultaneous equations, Exam Question, partial differentiation, Fourier series, partial differentiation Lagrange, limits, Matrix Algebra, matrices, differential equation, Basic Vector Algebra, Partial Differentiation, probability, vectors, Basic Complex Numbers, mathbank, Eigenvalues and Eigenvectors, complex numbers Laplace transforms, odd even functions
Viewing permissions:	World
Link:	http://edshare.soton.ac.uk/id/eprint/2274
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