The Distributive Property and Factoring

Simplify the expression:
3(2h + 3c + 2)

• 6h + 9c + 2

• 6h + 9c + 6

• 2h + 3c + 6

• 5h + 6c + 5

Factor the following expression:

20y - 5

• 4(5y - 1)

• 5(4y - 1)

• 20(y - 5)

• y(20 - 5)

Write the expression as a product of two expressions. Factor.

• 12(x + 8)

• 4(8x + 4)

• 4(3x +8)

• 4(3x + 2)

Use the distributive property to simplify the expression

11(9 + d)

• 99 + d

• 20 + 9d

• 20 + d

• 99+11d

Simplify the expression
11(9 + d)

• 99 + d

• 20 + 9d

• 20 + d

• 99+11d

Factor the expression

35y + 21

• 3(5y + 21)

• 7(5y + 3)

• 3(5y + 7)

Determine the factors of 18x - 20

• 3

• 2

• 5

• 1

Divide the tiles into equal groups

• 2(3x + 10)

• 3(2x + 7)

• 6(x + 4)

• 6(x + 3)

Expand and Simplify
-4(2h + 3)

• -8h - 12

• -8h - 3

• -8h + 3

• -8h +12

Factor Completely:

-9u - 81

• 9(u + 9)

• -9(u - 9)

• -9(u + 9)

• -90u