Multiply Using Distributive Property

Multiply using the distributive property.

REMEMBER: After distributing, make sure you SIMPLIFY!

√6 ( 3 + √3)

• 5√3 + √30

• 5√2 + 3

• √30 + 8

• 3√6 + 3√2

Multiply using the distributive property

• -4√12 + 8

• -32√2

• -8√3 - 8√2

• -4√8 - 16

Which of the following is equivalent to 4(2x + 3)

• 8x + 12

• 8x + 3

• 8x - 12

• 20x

• 6x+6
• 5x+18
• 6x+12
• 6x+18

6 (x + y + 7)

• 6x + 6y + 42

• 12xy + 42

• 6x + 6y + 7

• 6x6y + 42

What does it mean to distribute?

• To multiply the numbers inside the parentheses by the number on the outside.

• To add all of the numbers together.

• To do the order of operations.

Simplify the expression by using the Distributive Property:

8(2x + 7)

• 16x + 7

• 16x + 56

• 16x + 15

• 8x + 7

Identify the error:

1) 2(x - 4)

2) 2x - 4

• They did not add 2 and -4.

• They did not subtract 2 and -4.

• They did not divide 2 and -4.

• They did not multiply 2 and -4.

Simplify the expression by using the Distributive Property:

3(2c - 5)

• 6c - 15

• 6c + 15

• 6c + 15

• -6c - 15

5(a + 6)

• 5a + 6

• a + 30

• 5a + 30

• 5a - 30