This tutorial demonstrates how to use long division with polynomials of various degrees. Includes eight practice problems with detailed solutions provided.

This lesson compares synthetic division with long division, and demonstrates how to use synthetic division.

This site contains a detailed example of long division of polynomials.

This Math Forum site describes a general method for synthetic division by comparing it to the long division process.

This resource covers the laws of exponents and operations with polynomials, including FOIL and long division.

[Free Registration/Login may be required to access all resource tools.] Using synthetic division to identify zeroes of polynomials

Dividing algebraic expressions is demonstrated with several examples. Methods as simple as using reciprocals are shown, as well as using long division to divide polynomial expressions.

This article gives an overview for adding, subtracting, multiplying, and dividing polynomials. Examples are given, but more importantly, they are accompanied with explanations of why the process worked.

A college professor's detailed notes show how to divide polynomials based on the method for dividing integers.

Synthetic division is thoroughly explained using long division as a starting point. The examples are very detailed and provide the steps necessary for completing the process of synthetic division.

This lesson provides basic instruction on the major concepts in algebra. Content includes a focus on fractions, units of conversion, complex numbers, quadratic equations, factorization and roots of polynomials, solving equations, systems...

This site is a tutorial for students in algebra 2 or for those who need a refresher. The site has explanations, definitions, examples, practice problems and practice tests are found covering topics such as linear equations, graphing,...

[Free Registration/Login may be required to access all resource tools.] This lesson applies factoring a quadratic equation to other types of polynomials that are in "quadratic form."