Distributing Property and Combining Like Terms

Simplify the following expression
7 - 8c + 3 - 6c 

• -10+14c

• -25

• 10-14c

• 25c

Simplify by combining like terms.
-14w + 8 + 9w - 2

• 23w + 6

• -23w + 6

• -6w + 7

• -5w + 6

Simplify the following expression:

-10x + 15 - 3x + 2

• -7x + 17

• -13x + 13

• -13x + 17

• -7x + 17

What is the simplified version of this expression?  7(5x -1 )

• 35x+ 7

• 35x - 7

• 35x - 1

• -35x - 7

Use distributive property to solve:

3(2c - 5)

• 3c + 15

• 6c - 15

• 9c - 5

• 6c + 15

8 + 2(6x + 9)

• 12x + 18

• 8x + 19

• 12x + 26

• 60x + 90

 _____ is when you multiply the outside term to each inside term.

• Combining like terms

• Translating

• Distributing

• Scientific notation

• Distributive Property

• Associative property of addition

• Substitution property of equality

• Combine Like Terms

Combine Like terms

5x + 3x - 9

• 7x - 9

• 17x

• 8x - 9

• -x

Use the Distributive Property

5(2x + 3)

• 10x + 3

• 10x + 15

• 25x

• 7x + 8