For example, Maple interprets a number followed by a name as an implicit multiplication.Ģ In 2-D Math, exponents display as superscripts. In some cases, the space character is optional. In 2-D Math, you can also implicitly multiply by placing a space character between two expressions. Rem 2 x 2 + x − 3, 3 x + 5, xġ You can specify multiplication explicitly by entering *, which displays in 2-D Math as ⋅. Table 5.1: Polynomial Arithmetic Operators For more information, see Integer Operations. (The iquo and irem commands find the quotient and remainder of an integer division. The quo and rem commands find the quotient and remainder of a polynomial division. Polynomial division is an important operation. (The division operator accepts polynomial arguments, but does not perform polynomial division. The polynomial arithmetic operators are the standard Maple arithmetic operators excluding the division operator ( / ). The coefficients can be integers, rational numbers, irrational numbers, floating-point numbers, complex numbers, variables, or a combination of these types. Multivariate polynomials are polynomials in multiple unknowns, such as x 3 y − 3 2 x y 2 + 7 x. Univariate polynomials are polynomials in one unknown, for example, x 3 − 2 x + 13. Ī Maple polynomial is an expression in powers of an unknown. įor information directed to students of algebra or precalculus, see Teaching and Learning with Maple. The following section describes Maple's support of polynomial algebra.įor information on matrix and vector algebra, see Linear Algebra. Maple contains a variety of commands that perform integer operations, such as factoring and modular arithmetic, as described in Integer Operations. Teaching and Learning with Maple - Student and Instructor resources for using Maple in an academic settingĬlickable MathTM - Solve math problems using some of the interactive methods available in Maple Probability Distributions and Random Variables Statistics - Performing statistics computations using the Statistics package Optimization - Performing optimization computations using the Optimization package Linear Algebra - Performing linear algebra computationsĪccessing Entries in Matrices and VectorsĬalculus - Performing calculus computations Īlgebra - Performing algebra computations For information on basic computations, including integer operations and solving equations, see Basic Computations. For information, see Entering Expressions. The examples in this chapter assume knowledge of entering commands and mathematical symbols.
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Examples are provided to teach you how to use the different methods of calculation available in Maple, including tutors, assistants, commands, task templates, plotting, and context-sensitive operations. The areas described below are not all that Maple provides, but represent the most commonly used packages. This chapter focuses on solving problems in specific mathematical disciplines.
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