Distributive Property, Combining Like Terms, Factoring Question Preview (ID: 48735)
Use The Distributive Property To Help You Simplify These Expressions.
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Simplify: 8(4x - 12)
a) 32x - 96
b) 96 - 32x
c) 12x - 20
d) 32x - 12
(1/3) (12 - 9y)
a) 4 - 9y
b) 4 - 3y
c) 12 1/3 - 9 1/3 y
d) 36 - 27y
5(3x - 7 + 4y)
a) 15x - 35 + 20y
b) 8x - 2 + 9y
c) 15x - 7 + 4y
d) 8x - 35 + 20y
Distribute and combine like terms: 2.5(10x + 8) + 3x
a) 25x + 20
b) 2.5x + 8 +3x
c) 28x + 20
d) 15.5x + 10.5
6x+2(5x - 6)
a) 13x - 4
b) 16x - 6
c) 10x -6
d) 16x - 12
Factor: 10x + 35
a) 10(x+35)
b) 5(2x + 7)
c) 7(3x + 5)
d) 5(2x + 35)
Factor completely: 36x - 6
a) 6(x - 1)
b) 36(x - 6)
c) 6(6x - 6)
d) 6(6x - 1)
Distribute and combine like terms if necessary: 6(4x - 3) - 9x
a) 24x - 27
b) 24x - 18
c) 15x - 18
d) 15x - 3
Distribute and combine like terms if necessary: 7x + 3(8x + 7)
a) 24x + 21
b) 31x + 21
c) 56x + 49
d) 24x + 28
Factor: 9y - 36
a) 9(y - 4)
b) 4(y - 9)
c) 9y(1 - 4)
d) 9(y - 27)
-3(5x - 2)
a) 2x - 5
b) -15x + 6
c) -15x + 2
d) -15x - 6
Factor: -15x - 10
a) -5(3x - 2)
b) -15(x -10)
c) -5(3x + 2)
d) -15(x + 10)
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