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Examples of Simplifying Expressions
03:08

Examples of Simplifying Expressions

Expressions that include a negative exponent can be simplified by first rewriting the expression with positive exponents.

Factoring Before Simplifying a Rational Expression
01:42

Factoring Before Simplifying a Rational Expression

Examples of factoring before simplifying a rational expression are presented.

Multiplying Whole Numbers, Part 1: Introduction to Multiplication: Factors and Products
01:45

Multiplying Whole Numbers, Part 1: Introduction to Multiplication: Factors and Products

This clip explains that multiplication is "a shortcut for addition." It also introduces the concept of factors, and states that the answer in a multiplication problem is known as the "product."

Multiplying Two Factors with the Same Base
01:35

Multiplying Two Factors with the Same Base

The rules for exponents begin with the rule for multiplying two factors with the same base.

Simplifying a Radical by Factoring the Radicand
02:04

Simplifying a Radical by Factoring the Radicand

Simplifying a radical by factoring the radicand is demonstrated. The goal of simplifying a radical is to make an expression easier to deal with by getting the smallest number possible under the radical sign.

Rationalizing the Denominator with Variables in the Radicand
03:45

Rationalizing the Denominator with Variables in the Radicand

Rationalizing the denominator with a variable in the radical is demonstrated.

Factoring Problems
02:17

Factoring Problems

Factoring polynomials using three examples to practice procedures and techniques. Be sure the polynomial has been simplified before factoring. Remember that some expressions are not factorable.

Factoring before Multiplying Rational Expressions
02:35

Factoring before Multiplying Rational Expressions

If a rational expression is more complicated, factoring before multiplying might be indicated.

Factoring a Denominator to Add Rational Expressions
01:42

Factoring a Denominator to Add Rational Expressions

The process of working with a rational expression that contains a quadratic trinomial in the denominator is illustrated.

Factoring by Inspection
02:35

Factoring by Inspection

Sometimes the greatest common factor is immediately recognizable. Definition and demonstration of factoring by inspection.