SELF-TUTOR FOR CALCULUS THIS DIRECTORY CONTAINS MATHEMATICA NOTEBOOKS by D.C.M. Burbulla and C.T.J. Dodson University of Toronto Latest Revision 8 November 1994, using Mathematica 2.2 Comments and suggestions welcome by email to: burbull@ecf.utoronto.ca or dodson@ecf.utoronto.ca General information about Mathematica is available by email from: info@wri.com The complete package of our notebooks is available for you in the tar-ed file SelfTutor.tar In your home directory you can view the file names with command tar -tpf SelfTutor.tar and then expand SelfTutor.tar using command tar xpf SelfTutor.tar You should obtain the following files: README This file MathIntro.ma Overview of Mathematica SelfTutorCh2.ma Beginning Calculus SelfTutorCh3.ma The Derivative SelfTutorCh4.ma Methods of Approximation SelfTutorCh5.ma Properties of Differentiable Functions SelfTutorCh6.ma Antiderivatives SelfTutorCh7.ma The Definite Integral SelfTutorCh8.ma Numerical Integration SelfTutorCh10.ma Exponential and Logarithmic Functions SelfTutorCh11.ma Trigonometric and Hyperbolic Functions SelfTutorCh12.ma Techniques of Integration SelfTutorCh13.ma Calculus Projects StatsIntro.ma Basic Statistics OrderDisorder.ma An Example of Chaos STmdos.tar Plain ASCII code for DOS users without Windows The SelfTutorCh*.ma notebooks correspond to Chapters in our book, "Self-Tutor For Computer Calculus Using Mathematica" designed for a first calculus course, is published by Prentice-Hall Canada in English (ISBN 0130152803) and by Prentice-Hall Japan in Japanese (ISBN 4-8101-8558-3 C3055 P2880E). The file STmdos.tar contains plain ASCII code from the Appendix of our book---suitable for DOS users without Windows. Our introductory Notebook for Mathematica is MathIntro.ma, which you can open in your directory with command mathematica When the program starts, select menu item `File', then `Open' and at the prompt box select /yourpathname/MathIntro.ma if MathIntro.ma is in /yourpathname/ In MathIntro.ma you will find examples from a very elementary level up to others involving 3-d plots, differential equations and vector calculus. ************************************************************ The Notebook StatsIntro.ma introduces the use of Mathematica in common statistical situations. ***************************************************************