Combining Like Terms

I can simplify an expression by combining like terms

Lesson 3​

I can simplify an expression by applying the distributive property and combining like terms

Lesson 3​

Multiple Choice

What are we learning today?

• distributive property

• GEMDAS

• combining like terms

• exponents and powers

What are terms? 2x-3y+8

Terms in an algebraic expression are variable, numbers or a combination of variables and numbers separated by operators

• Operators are +, -, x, and / symbols​

• How many terms do we have? 3​

• What are the terms? 2x, -3y, +8​

Combining like terms lesson 3

Multiple Choice

A term can be made up of which of the following?

• a number
• a variable
• a coefficient with a variable
• all of the above

Multiple Choice

How many terms are in the algebraic expression?

[hint: terms are separated by operators]

2y + x + 4 + y²

• 4

• 3

• 5

• 2

What are like terms?

​For example 6x-4+3-5x

Like terms are 6x-4+3-5x

The sign in front of the term is crucial!!!​

Like terms are terms that have the same variables and raised to the same powers

Some text here about the topic of discussion

Fill in the Blanks

What are like terms? Like terms are terms that contain the same v______ raised to the same p____.

How do we combine like terms?

​For example 6x-4+3-5x

Like terms are 6x-4+3-5x

Add the terms ​6x+(-5x)+(-4)+(+3)

The sign in front of the term is crucial!!!​

1. Use circles, underlines, or a highlighter to identify like terms INCLUDING THE SIGN IN FRONT OF IT

2. Combine the terms by adding like terms together

Some text here about the topic of discussion

Open Ended

Combine the like terms

-3x-2+4x+5

What is a "like term"?

Like terms are

• terms that ​have the same variable AND

• raised to the same power​​

• a term that is just a number without a variable is called a constant

combining like terms lesson 3

Multiple Choice

$$2x-3y+8$$  

How many terms are in the expression?

• 1

• 2

• 3

• 0

Draw

Circle and link all of the like terms. Include the sign in front of each term.

Mrs. Reed

Please Grab your Worksheets