Factoring and Expanding Equation

Factor in simplest form: 6x + 12

• 3(2x + 4)

• 6(x+2)

• 6x(x+2)

• 1/2 (3x + 24)

Factor 12x - 20

• 6(2x - 3)

• 4(3x - 5)

• 4x(3x - 5)

• 3(4x + 6)

Factor Completely:

-9u - 81

• 9(u + 9)

• -9(u - 9)

• -9(u + 9)

• -90u

Factor
-8x - 10

• 4(2x - 3)

• -2(4x + 5)

• -2(4x - 5) 

• 4(2x + 3)

-9(2g - 3) Expand the expression.

• 18g + 27

• -18g + 27

• -18g - 27

• 18g - 27

Factor Completely (Using a negative factor):

-9u - 81

• 9(u + 9)

• -9(u - 9)

• -9(u + 9)

• -90u

Factor -8x - 10 (Using a negative factor)

• -4(2x - 3)

• -2(4x + 5)

• -2(4x - 5) 

• -4(2x + 3)

Factor
16x + 24x²

• 4x(2x + 6)

• 8x(2 + 3x)

Factor completley: 12x + 8y - 4z

• 4( x + y + z)

• 4 ( 3x - 2y + z)

• 2 ( 6x + 4y -2z)

• 4 ( 3x + 2y - z)

Use the distributive property to simplify the expressions below:

-2(6n + 3)

• -12n + 3

• -12n - 6

• -12n - 2

• -12n - 3