Combining Like Terms with Multiplication

Terms in an algebraic expression that have identical variables are called

4w - 8w simplifies to ______

Simplify by using the Distributive Property of Multiplication and combining like terms:

-9 + 2(-p - 9) - 4p

• -6p - 27

• 6p + 27

• 3p + 63

Simplify by using the Distributive Property of Multiplication and combining like terms:

-9(h + 3) + 16 + 3h

• -6h - 11

• 6h - 43

• -9h - 11

Simplify by using the Distributive Property of Multiplication and combining like terms:

-4v + 3(-7 - 8v)

• -28v + 21

• -28v - 21

• -24v - 21

Simplify by using the Distributive Property of Multiplication and combining like terms:

(2s + 4) + 3(s + 9)

• 5s + 13

• 3s + 27

• 5s + 31

Simplify by using the Distributive Property of Multiplication and combining like terms:

(5z - 4) - 3(z - 10)

• -2z - 26

• 2z + 26

• 2z - 14

Simplify by using the Distributive Property of Multiplication and combining like terms:

-(2x + 4) - (3x - 2)

• -5x - 2

• x + 2

• -5x + 6

Simplify the following expression:
-8 (5b + 2) -7 (b - 5)

• -33b + 19

• -47b² +  21

• 33b - 19

• -47b -19

3x (y + 4)

• 3x3y + 4x

• 3xy + 4x

• 3xy + 12x

• 3x + 3y + 12