Combining + Distributive

Combining + Distributive

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Yesterday

We practiced combining like terms

Today

We will discuss how to combine like terms with the distributive property

Remember, Distributive Property...

• Looks like this 5 ( x + 6 )

• Multiply everything on the insides of the parentheses by the number on the outside of the parentheses.

• Answer: 5(x+6) = 5x+30

Multiple Choice

5(a + 6)

• 5a + 6

• a + 30

• 5a + 30

• 5a - 30

Multiple Choice

2(c - 8)

• 2c - 16

• 2c + 16

• 2c - 8

• c - 16

Multiple Choice

Simplify the expression

11(9 + d)

• 99 + d

• 20 + 9d

• 20 + d

• 99+11d

Multiple Choice

8(x + 5)

• 8x + 13

• 8x + 5

• 8x + 40

• 13x

Multiple Choice

Simplify the expression:

3(2h + 3c + 2)

• 6h + 9c + 2

• 6h + 9c + 6

• 2h + 3c + 6

• 5h + 6c + 5

Multiple Choice

Simplify the expression:

6(x - 3 + 5y)

• 6x + 18 - 30y

• 6x 18 30y

• 6x + 18 + 30y

• 6x - 18 + 30y

Distributive Property

+ Combining Like Terms

Video

Poll

Did that make sense?

• Yes, it did!

• Sorta, I still don't get distributive property

• Not really

• I wasn't paying attention

Multiple Choice

Simplify:

6(4 – x)

• 24 - 6x

• 24 - x

• 4 - x

• 24 + 6x

Multiple Choice

Simplify:

a² + 5a - a

• 5a²

• 2a²

• a² + 4a

• a² + 9a

Multiple Choice

2x + 1 + 7x

• 10x

• 10

• 9x + 1

• 9 + 1x

Multiple Choice

6x + 2x + 1 + 4

• 8x + 5

• 2x - 3

• 4x - 2

• 8x + 12

Multiple Choice

Distribute then Combine Like Terms:

2(3x + 5) + 6x

• 12x + 5

• 6x + 10 + 6x

• 12x + 10

• 6x - 10

Multiple Choice

Distribute then Combine Like Terms:

9x + 5(x + 3)

• 9x + 15

• 45x + 27

• 14x + 42

• 14x + 15

Multiple Choice

Distribute then Combine Like Terms:

2x + 3(x + 3)

• 5x + 6

• 5x + 9

• 5x - 9

• 2x + 3x + 6