Lydia S. Novozhilova, Western Connecticut State University, Danbury, CT.Robert D. Dolan, University of Connecticut, Storrs, CT.

• Part 1 Algebra & Geometry: Computer algebra systems and elements of algorithmicsTopics in classical geometryMore topics in classical geometryTopics in elementary number theoryTopics in algebra: Solving univariate algebraic equationsTopics in algebra: Bivariate systems of polynomial equationsPart 2 Calculus and numerics: DerivativesDefinite integralsApproximating zeros of functions by iteration methodsPolynomial approximationsTrigonometric approximationFourier analysis in music and signal processingPart 3 Probability and statistics: Probability and statistics basicsComputer simulation of statistical samplingSimple random walksData for lab 17 in chapter 14BibliographyIndex

Lydia S. Novozhilova, Western Connecticut State University, Danbury, CT.Robert D. Dolan, University of Connecticut, Storrs, CT.

• Part 1 Algebra & Geometry: Computer algebra systems and elements of algorithmicsTopics in classical geometryMore topics in classical geometryTopics in elementary number theoryTopics in algebra: Solving univariate algebraic equationsTopics in algebra: Bivariate systems of polynomial equationsPart 2 Calculus and numerics: DerivativesDefinite integralsApproximating zeros of functions by iteration methodsPolynomial approximationsTrigonometric approximationFourier analysis in music and signal processingPart 3 Probability and statistics: Probability and statistics basicsComputer simulation of statistical samplingSimple random walksData for lab 17 in chapter 14BibliographyIndex

Lydia S. Novozhilova, Western Connecticut State University, Danbury, CT.Robert D. Dolan, University of Connecticut, Storrs, CT.

• Part 1 Algebra & Geometry: Computer algebra systems and elements of algorithmicsTopics in classical geometryMore topics in classical geometryTopics in elementary number theoryTopics in algebra: Solving univariate algebraic equationsTopics in algebra: Bivariate systems of polynomial equationsPart 2 Calculus and numerics: DerivativesDefinite integralsApproximating zeros of functions by iteration methodsPolynomial approximationsTrigonometric approximationFourier analysis in music and signal processingPart 3 Probability and statistics: Probability and statistics basicsComputer simulation of statistical samplingSimple random walksData for lab 17 in chapter 14BibliographyIndex