Designed to make problem solving fun by showing students how to use Mathematica to perform calculations. Covers topics in arithmetic, sequences, algebra, quadratic equations, ...

The first book in the "Learning Mathematics with Mathematica'' series. Shows how Mathematica can be used in learning elementary algebra. Each chapter provides explanations of ...

If the score in a squash game is tied late in the game, one player has a choice of how many additional points (from a prespecified set of possibilities) are to be played to ...

Symbolic computer algebra systems relieve one from the tedious task of different mathematical operations which are essential to obtain solutions. Due to their highly advanced ...

Mathematica continually improves as a program. Part of that improvement often involves moving items from add-on packages to core programming. The packages rendered obsolete ...

Bezout's Theorem tells us that the count of the number of intersection points between two algebraic curves h,g in F[x,y] is equal to the product of the degrees of the ...

Expanding on the author's previous book, this book includes more of the beautiful, simple, and basic mathematical problems in calculus, number theory, ordinary and partial ...

Methods for calculating the solid angles subtended at a point by closed contours of some given objects are required in manu areas of optical and nuclear physics to estimate ...

An algorithm for computing polynomial zeros, based on Aberth's method, is presented. The starting approximations are chosen by means of a suitable application of Rouchés ...

This package introduces definitions for tensor calculations in Riemannian Geometry. To begin a calculation the user must specify a Riemannian space by giving: a list of ...