This is an alert ×

Search Query

    Search Options

Showing results - 81 to 90 of 102
Simplify first by Combining Like Terms
01:21

Simplify first by Combining Like Terms

Equations can sometimes be simplified to present the same information in a form that is easier to work with. Simplify whenever possible by combining like terms.

Subtraction Problem
00:55

Subtraction Problem

MM_ALG_03K_011

Order of Radicals and Exponents, The
01:43

Order of Radicals and Exponents, The

In algebraic expressions, radicals and exponents are completed first.

Treating the Numerator and the Denominator as a Package
02:56

Treating the Numerator and the Denominator as a Package

Numerators and denominators are packages that cannot be broken up, and must first be simplified.

Examples showing the Order of Operations
03:38

Examples showing the Order of Operations

The order of operations is demonstrated in three examples.

Determining the Value of a Variable
01:44

Determining the Value of a Variable

Sometimes a variable can appear more than once in a single algebraic equation. These different variables are represented by different symbols.

Does Order of Operations Matter?
02:50

Does Order of Operations Matter?

Algebra includes addition, subtraction, multiplication and division which are called operations. In an algebraic expression, these operations are completed in a certain order. The order of these operations is discussed in this clip.

Commutative Law for Addition
00:40

Commutative Law for Addition

The commutative law for addition: a b = b a.

Other Examples using Parentheses in Mathematics
03:15

Other Examples using Parentheses in Mathematics

Using parentheses to clarify an expression. Evaluating expressions containing parentheses within parentheses.

Using the Commutative and Associative Laws Together
01:27

Using the Commutative and Associative Laws Together

The commutative and associative laws for addition can be combined. Demonstration of using the associative and commutative laws together in an addition problem.