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This is a basic subject on matrix theory and linear algebra. Emphasis is given to topics that will be useful in other disciplines, including systems of equations, vector spaces, determinants, eigenvalues, similarity, and positive definite matrices.
http://ocw.mit.edu/OcwWeb/Mathematics/18-06Spring-
created by video_lectures on 2008-06-24 23:13:17
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Prerequisite: MAC 1105 or appropriate score on mathematics placement test. May be taken concurrently with MAC 1114. Credit is not given for both MAC 1140 and MAC 1147. Major topics include: polynomial, rational and other algebraic functions, their properties and graphs; polynomial and rational inequalities; exponential and logarithmic functions, their properties and graphs; piecewise-defined functions; conic sections; matrices and determinants; sequences and series; mathematical induction; binomial theorem and applications.
http://sam.ntpi.spcollege.edu/spjc/view/channel.jh
created by video_lectures on 2008-06-24 22:21:06
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This course will have a strong mix of serious theory and algorithms. We will give complete proofs of the two main theorems of algebraic number theory: finiteness of class groups and the unit theorem. You will also learn how to use Sage to compute with all of the objects discussed in the course
http://wiki.wstein.org/ant07/video
created by video_lectures on 2008-06-24 22:59:05
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factoring, interval notation, definition of function, functions, piece-wise defined functions, function composition, quadratic functions, solving quadratic functions. Slope of the line, equation of the line, parallel and perpendicular lines. Law of exponents, properties of logarithms. Applications to exponential function, exponential growth and decay. Solving systems of equations by substitution and elimination.
http://www.sci.uidaho.edu/polya/math160flash/conte
created by video_lectures on 2008-06-24 22:29:03
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