Expressions Containing Several Radical Terms

Here is one lesson on interpreting algebraic expressions. Pupils evaluate expressions given an input, play a game in cooperative groups, match algebraic expressions to their quantity in context, and participate in a group discussion. The...

What is that fraction doing as an exponent? Fun math games prompt learners to practice evaluating radical expressions and expressions containing rational exponents, both in groups and individually.

It doesn't get simpler than this. Scholars first learn to simplify radicals by determining the prime factors of the radicand. The lesson progresses to simplifying radicals involving algebraic expressions in the radicand.

Great minds think alike when using a helpful resource. An educational video first defines like terms and describes how to combine them. Viewers then follow along as the narrator works through several examples of simplifying polynomial...

This work is radical! The video provides a refresher on radicals. The segment of an extensive basic geometry playlist reminds the class of the the rules for operating and simplifying expressions involving radicals.

Numerical expressions contain numbers and mathematical operations. In addition to numerical expressions, algebraic expressions contain not only numbers but also variable(s). Watch this video as the instructor illustrates several examples...

If a rational expression is composed of polynomial expressions, then why isn't the domain all real numbers? A concept video demonstrates the definition of a rational expression and the domain of a rational expression. Four problem videos...

Get back to the basics to become an expert. The short video shows the basics of dividing algebraic expressions. Using several examples, the presenter reminds viewers of the rules of exponents when dividing. Pupils practice dividing...

Combine the given radical expressions. How? Do they have the same radical? Yes. Then they can be combined. Watch this video as the teacher explains how to combine the terms that can be combined and leave the terms as they are that need...

Several examples of different types of algebraic expressions are multiplied. The distributive property is used to demonstrate the steps needed to multiply the terms in the expressions. Sal combines the like-terms at the end of the...