Supplemental Course Materials
Department of Mathematics, University of Colorado at Boulder
These materials were developed by members of the Mathematics Department at the University of Colorado, Boulder. They may be used for non-profit educational purposes. Please adhere to any copyrights the authors have stated in their work.
Materials are arranged by course, with all available information provided. Scroll down the page to view the course materials available, or use the following links to jump to a particular course:
Instructions for submission of course material.
Course Description
For liberal arts students and prospective elementary teachers. Includes a study of problem-solving techniques in mathematics, the uses and role of mathematics in our society, and the structure of our familiar number systems. Additional topics are chosen from number theory, ancient numeration systems, computer science, modern geometry and algebra, and elementary logic.
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Promotes mathematical literacy among liberal arts students. Teaches basic mathematics, logic, and problem-solving skills in the context of higher level mathematics, science, technology, and/or society.
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Develops techniques and concepts prerequisite to calculus through the study of trigonometric, exponential, logarithmic, polynomial, and other functions. Prereq., one and a half years of high school algebra.
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Topics include limits, derivatives of algebraic and trigonometric functions, applications of the derivative, integration and application of the definite integral.
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The topics, prerequisites, and credit restrictions are the same as for MATH 1300, but a greater emphasis is placed on synthesizing the geometric, numerical, and algebraic aspects of each concept and on exploring "real world" applications of calculus.
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Continuation of Calculus 1. Topics include transcendental functions, methods of integration, polar coordinates, conic sections, improper integrals, and infinite series.
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A continuation of Calculus 2. Topics include vectors, three-dimensional analytic geometry, partial differentiation and multiple integrals, and vector analysis.
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Examines basic properties of systems of linear equations, vector spaces, linear independence, dimension, linear transformations, matrices, determinants, eigenvalues, and eigenvectors.
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Course Description
These course materials are either for a course we have not listed, or are more general in nature.
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This page was created by C Brown at the request of the CU Mathematics Department, and is currently maintained by chrisb AT colorado DOT edu