Thorough overview of the general purpose mathematical software MATHEMATICA®: numerical and symbolic calculations for algebra and linear algebra, single and multivariable calculus, ordinary and partial differential equations, 2D- and 3D-graphics, animation, word processing. The course objectives are to learn the basics of using MATHEMATICA® as a numerical, symbolic, and graphical calculator; get acquainted with the underlying principles of MATHEMATICA® syntax, semantics, and programming capabilities.

__Classes:__Tuesday, 11:00am-11:50am, E M Lebedeff Hall Rm 326__Office hours:__MWF, 1:00pm-1:50pm (Minard 408E22)- Syllabus
- Usefull (but not necessary) textbooks and other sources:
- The Student's Introduction to MATHEMATICA®: A Handbook for Precalculus, Calculus, and Linear Algebra by Bruce F. Torrence and Eve A. Torrence
- A Physicist's Guide to Mathematica®, by Patrick T. Tam
- An elementary introduction to Wolfram Language by Stephen Wolfram
- Wolfram Language Fundamentals by Richard J. Gaylord
- Programming with Mathematica®: An Introduction by Paul Wellin
- Mathematica® in Action: Problem Solving Through Visualization and Computation by Stan Wagon
- Mathematica® programming: an advanced introduction by Leonid Shifrin
- Mathematica® StackExchanges

Notebooks are posted on the BlackBoard

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