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Distributive Property Slides Review-Lisi

Distributive Property Slides Review-Lisi

Assessment

Presentation

Mathematics

5th - 9th Grade

Hard

CCSS
6.EE.A.3

Standards-aligned

Created by

Amy Lisi

Used 8+ times

FREE Resource

8 Slides • 8 Questions

1

Distributie Property

How it works

media

2

Poll

Before we start, how do you feel about the distributive property?

It's confusing

I kind of get it

I get it, but sometimes I make mistakes

I already know this but it never hurts to review!

3

Example: How it works

2(3+x)


=2⋅(3+x) "Multiplying by 2 means add two times!"


=(3+x)+(3+x) "We add (3+x) two times"


=3+x+3+x "Drop the parentheses"


=3+3+x+x "regroup"


=6+2x "Combine like terms"

4

That was too much work, there must be an easier way!

5

Short cut: Multiply everything inside the parentheses by the number in front!

2(3+x)

=2⋅(3+x)

=2⋅3+2⋅x

=6+2x

6

Multiple Choice

Which expression shows the distributive property applied correctly to 3(x+7)

1

3⋅x+7

2

x+3⋅7

3

3⋅x + 3⋅7

7

Multiple Choice

Simplify 3(x+7) using the distributive property

1

3x+7

2

3x+21

3

x+21

8

When applying the distributive property, watch out for the signs! Follow these rules for signs when multiplying:

  • (+)(+) = +

  • (+)(-) = -

  • (-)(+) = -

  • (-)(-) = -

9

Example 1: Use distributive property to simplify 3(5-x)

Be sure to distribute the 3 to both terms and watch the signs!


3(5-x)

=3⋅(5-x)

=3⋅5+3⋅-x

=15+(3⋅-1)x

=15-3x

10

Multiple Choice

Use distributive property to simplify 5(7-x).

Be sure to distribute the 5 to both terms AND watch the signs!

1

35 - x

2

35 + 5x

3

35 - 5x

11

Multiple Choice

Use distributive property to simplify 5(-7+x).

Be sure to distribute the 5 to both terms AND watch the signs!

1

35 + 5x

2

-35 + 5x

3

7 + 5x

12

Example 2: Use distributive property to simplify -3(5-x)

Be sure to distribute the -3 to both terms and watch the signs!

-3(5-x)

=-3⋅(5-x)

=-3⋅5+-3⋅-x

=-15+(-3⋅-1)x

=-15+3x

13

Example 3: Use distributive property to simplify -7(-5+x)

Be sure to distribute the -7 to both terms and watch the signs!

-7(-5+x)

= -7⋅(-5+x)

= -7⋅-5 + -7⋅+ x

= +35 + (-7⋅+1) x

=35 - 7x

14

Multiple Choice

Choose the option that shows the correct signs after applying the distributive property for

-3(-x-5)

Check the signs!

1

-3x - 15

2

3x - 15

3

3x + 15

15

Multiple Choice

Use the distributive property to simplify

-4(x-2)

Watch out for the signs!

1

-4x + 8

2

4x - 8

3

-4x - 8

16

Poll

How do you feel after completing this Quizizz?

More confused than before!

No change, I still don't get it

I think I get it now!

I already knew this, but it never hurts to review!

Distributie Property

How it works

media

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