Factoring and Simplifying Expressions Distributing

simplify the following expression
- 3( 5a + 2 - 3c)

• 15a + 6 - 9c

• -15a - 6 - 9c

• -15a + 9c -6

• -15a - 6 + 9

Factor Completely:

35c - 15d

• 5(7c + 3d)

• 5(7d - 3c)

• 5(7c - 3d)

• -5(-7c+3d)

Simplify the expression: 7+3(1 - 2x) 

• 21 - 6x

• 10 - 2x

• 10 - 20x

• 10 - 6x

Simplify the following expression:
-9(14p - 8) - 4p

• 130p - 72

• 122p - 72

• -130p - 18

• -130p + 72

True or False?
2x + 6 = 2(x + 3)

• True

• False

Factor
-8x - 10

• 4(2x - 3)

• -2(4x + 5)

• -2(4x - 5) 

• 4(2x + 3)

Factor:
-8x - 10

• 4(2x - 3)

• -2(4x + 5)

Factor completely: 16 + 24x

• 8 ( 2 + 3x)

• 4 ( 4 + 7x)

• 8 ( 2 - 3x)

• 6 ( 4x + 3)

3(5 + 2) and 3(5) + 3(2) are _____________ expressions.

• equivalent

• substitute

• fraction

• exponential

We've learned to simplify expressions by _________________ & ___________________

• distributing

• combining like terms

• multiplying fractions

• calculating unit rate