Select Page

## Factoring Binomials Cubed – Examples and Practice Problems

Cubed binomials can be in the form of a sum of cubes or a difference of cubes. These binomials can be easily factored using general formulas. The process used to factor both binomials is similar with a simple change in the signs of the final expression. Here, we will...

## Factoring Difference of Cubes – Example and Practice Problems

A polynomial of the form a³-b³ is called a difference of cubes. These types of polynomials can be easily factored using a standard pattern. Here, we will learn the process used to factor a difference of cubes. We will look at several examples with answers to...

## Factoring Quadratic Equations with Examples

Factoring quadratic equations consists of rewriting the quadratic equation to form a product of its factors. Factoring can be considered as the reverse process of the multiplication distribution. Here, we will learn about two cases of factoring quadratic equations....

## Division of Polynomials – Example and Practice Problems

Polynomials can be divided using long division of polynomials. Dividing the polynomials in this format allows us to better visualize each of the steps involved. If we get a remainder after doing the division, we must include it in the final answer by writing it as a...

## Subtraction of Polynomials – Example and Practice Problems

Polynomial subtraction is one of the easiest mathematical operations that we can perform with polynomials. To perform subtraction of polynomials, we have to identify like terms and subtract the coefficients of the like terms. Here, we will look at a summary of the...

## Addition of Polynomials – Example and Practice Problems

The addition of polynomials is the easiest mathematical operation that we can perform with polynomials. To solve additions of polynomials, we simply have to combine like terms. Here, we will look at a summary of polynomial addition along with the process used to solve...