
Distributive Property
Presentation
•
Mathematics
•
6th Grade
•
Hard
Standards-aligned
Alexandra Collins
Used 1K+ times
FREE Resource
8 Slides • 7 Questions
1
Distributive Property
Before you begin, please make sure you have your EdPuzzle notes out and ready to follow along. You will be answering questions as you go through the lesson!
VOCAB: Distributive Property | Constants | Coefficients | Variables
2
A number standing on its own in an expression
Constant
Each piece of an expression that is separated by + or - signs (sometimes division).
Term
KEY VOCABULARY
Take Away: Terms are separated by +/-, and constants are LONELY!
3
An unknown represented by a letter in an expression.
Variable
A number attached to a variable by multiplication.
Coefficient
KEY VOCABULARY
Take Away: Coefficients are attached to variables, and variables are letters!
4
Fill in the Blank
What are the TERMS in this expression?
2n + 4g + 3 + y
5
Fill in the Blank
What is the CONSTANT in this expression?
2n + 4g + 3 + y
6
Fill in the Blank
What are the COEFFICIENTS in this expression?
2n + 4g + 3 + y
7
The number connected to the OUTSIDE of the parentheses is "shared" BY MULTIPLICATION with all variables, constants, and coefficients on the INSIDE of the parentheses.
KEY TERMS: Constant | Variables | Coefficient
Distribute = SHARE
8
Distributive Property
Draw your arrows, then multiply.
You are able to keep up with what terms to multiply when using the distributive property when you draw your arrows FIRST.
Take Away: ALWAYS, ALWAYS DRAW YOUR ARROWS FIRST!
9
Multiple Choice
Use the distributive property to solve:
6(y + 4)
6y + 24
6y + 4
y + 24
6 + y + 4
10
Multiple Choice
Use the distributive property to solve:
5(2x - 3)
10x - 15
10x + 3
2x - 15
10x + 15
11
Multiplying the SAME variables gives them an exponent by how many of those variables you multiplied together.
x ⋅ x = x2
Multiplying two DIFFERENT variables together means they essentially become "stuck together" by multiplication.
x ⋅ y = xy
Multiplying Variables
Some text here about the topic of discussion
12
Multiply the two coefficients, then "stick" the variables together using multiplication.
2x ⋅ 2y = 4y
A lonely variable means there is a "1" in front of it.
Multiplying two DIFFERENT variables together means they essentially become "stuck together" by multiplication.
2x ⋅ y = 2xy
Multiplying Variables
Some text here about the topic of discussion
13
Multiple Choice
Use the distributive property to solve:
2x(3 + 6y)
6x + 12xy
6 + 12y
6x + 12
6x + 6y
14
Multiple Choice
Use the distributive property to solve:
3y(2x + 4y)
6xy + 12y2
6y + 12y
6xy + 4y
6xy + 12yy
15
You did it! How did you do on practice questions?
Do you need to go back and try again?
Distributive Property
Before you begin, please make sure you have your EdPuzzle notes out and ready to follow along. You will be answering questions as you go through the lesson!
VOCAB: Distributive Property | Constants | Coefficients | Variables
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