Basic Factoring and Distributive Property

Factor 16x+32

• 8(2x+4)

• 16(x+2)

• 7(8x+32)

• 2(8x+16)

Factor 3x+27

• 3(x+3)

• 9(3x+9)

• 3(x-3)

• 3(x+9)

5(a + 6)

• 5a + 6

• a + 30

• 5a + 30

• 5a - 30

4(p - 6)

• -4p - 24

• 4p + 24

• 4p + 24

• 4p - 24

Expand and Simplify
-4(2h + 3)

• -8h - 12

• -8h - 3

• -8h + 3

• -8h +12

Use the distributive property to simplify the expressions below:

-2(6n + 3)

• -12n + 3

• -12n - 6

• -12n - 2

• -12n - 3

Factor in simplest form: 6x + 12

• 3(2x + 4)

• 6(x+2)

• 6x(x+2)

• 1/2 (3x + 24)

• 35x+7
• 35x-1
• 35x-7
• -35x-7

-4(8r + 3)

• -32r - 12

• 32r - 12

• -32r + 12

• 32r + 12

-9(x-3)

• -9x+27

• 9x+3

• 36x

• 9x-27