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6(2x+1)+7x-5
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Subtract: (10x-4)-(2x+6)
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Factor: -10x+25
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Simplify: 2x-x+5x-4+18
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Distribute: 7(x-9)
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
What is the distributive property?
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Which property states that no matter which order numbers are in, the answer will remain the same?
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
Add: (3x-4) + (-9x-5)
8x-10
6x+14
19x+1
5(-2x+5)
when you multiply every term on the inside by the term on the outside
7x-63
-6x-9
commutative
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