Technology Enhancement for Calculus
If you do not have access to Mathematica, you can see static versions of
the notebooks here.
Table of Contents
General Information
- A Short Introduction to Mathematica - Introduction.nb
- Graphing Functions - Plot.nb
- Solving Equations - Solve.nb
Chapter IV - Differentiation
- Computing Derivatives - Derive.nb
Chapter V - Optimization
- Finding the Critical Points - CriticalPoints.nb
This notebook also contains a discussion of Snell's Law.
Chapter VII - Integration
- Finding Anti-Derivatives - Integration.nb
- Numerical Integration - NumIntegral.nb
- The Error in Numerical Integration - ErrorIntegral.nb
- The Theory of Integral Approximation Errors - ErrorIntegral2.nb
- Improper Integrals - ImproperIntegrals.nb
Chapter IX - Approximations and Series
- Computing and Graphing Taylor Polynomials - TaylorPolys.nb
- Error Approximations for Taylor Polynomials - ErrorTaylorPolys.nb
Links
© 2000-2001. Helmut Knaust,
Department of Mathematical Sciences, The University of Texas at El Paso,
El Paso TX 79968-0514.
I encourage you to email me comments, corrections,
questions, answers, etc. at helmut@math.utep.edu.
This site is made possible by support from the
Challenge 1998 Grant held by the Region 19 Education Service Center,
in partnership with the El Paso Collaborative for Academic Excellence and the
University of Texas at El Paso.
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