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Download free Maple 11 Tutorial.pdf This document introduces you to Maple 11. It is designed for beginning users of the Maple application. In order to make use of this document, you should have a basic knowledge of calculus, linear algebra, and differential equations. The document is organized into 8 sections. The first section provides a brief introduction to Maple. The second section gives an overview of the Maple Windows Development Environment and its basic conventions. The third and fourth sections explain how to use Maple to do numerical and symbolic computations. The fifth section covers the graphics functionality of Maple, including 2D plotting, 3D plotting and animation. The sixth section shows how to use Maple to solve Calculus problems. The seventh section introduces linear algebra in Maple. The eighth section concludes the document with information about where to get further help and resources about Maple.

Maple is a mathematical software package for symbolic computation. Conventional mathematical software packages usually require numerical values for all variables. In contrast, Maple can evaluate both symbolic and numerical expressions.

Maple was first developed at the University of Waterloo, Canada in 1980. The objective was to design an algebra software for the researchers and students in Mathematics, Engineering, and Science. It was initially implemented in B on a Honeywell computer and soon was switched to C, one of the most popular programming languages.

In 1988 Waterloo Maple Software was founded to directly sell and further improve the Maple system. Currently, the version formally supported by ITS and SSC is Maple 11. Maple is a computer software program for advanced mathematics. It is available for a wide variety of platforms including Windows, UNIX and Linux. It includes utilities for algebra, calculus, discrete mathematics, graphics, numerical calculation, and many other areas of mathematics. It also provides a unique environment for rapid development of mathematical programs using its vast library of built-in functions and operations.


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