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Finite mathematics

New functions from old: Scaled and shifted functions Fitting curves to data: Linear and exponential regression Sampling distributions and the Central Limit Theorem Confidence intervals Calculus applied to statistics (online chapter) Fitting curves to data: Linear and exponential regression Chapter L: Introduction to logic

Applied calculus

New functions from old: Scaled and shifted functions Fitting curves to data: Linear and exponential regression Inverse functions Fitting curves to data: linear and exponential regression Using and Deriving Algebraic Properties of Logarithms Sketching the graph of the derivative Continuity and differentiability Linear approximation and error estimation Proof of the power rule Proof of the quotient rule Proof of the chain rule Numerical integration Linear differential equations Chapter P: Calculus applied to probability and statistics Chapter S: Sequences, series, and Taylor series Introduction to Differential Geometry and General Relativity Download the latest version of the differential geometry/relativity notes in PDF format

Extra chapters & topics (PDF Format)

Determinants and Cramer's Rule Chain rule for functions of several variables Extreme Values: Boundaries and the Extreme Value Theorem Chapter G: Game theory Chapter L: Logic Taylor series

Waner's lecture notes (PDF Format)

Calculus II Differential Equations Elementary Linear Algebra Intermediate Linear Algebra Elementary Topology Elementary Analysis I Elementary Analysis II Introduction to Differential Geometry and General Relativity Intermediate Probability & Statistics Intermediate Probability & statistics Quantitative Methods I: Introduction to Business Statistics Quantitative Methods II: Intermediate Business Statistics Math 145: Higher Algebra I Introduction to Group Theory) Math 146: Higher Algebra II (Rings and Fields)

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Last updated: October 2016
Copyright © 2007–2016 Stefan Waner

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