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Key Concepts:
Terms in this set (18)
Commutative Property
For addition and multiplication, I can change the order of the terms and get the same answer
a+b=b+a
Commutative Property
5x4=4x5
Commutative Property
Distributive Property
I can multiply a coefficient by all addends in parenthesis and add the products
3 (x + 4) =
3x + 12
Distributive Property
5 (2-7) =
5(2)-5(7)
Distributive Property
Inverse Property of Addition
I can ad any integer and its inverse and get 0
5+(-5)=0
Inverse Property of Addition
-a+a=0
Inverse Property of Addition
Identity Property of Addition
I can add zero to any number and it will not change
17+0=17
Identity Property of Addition
-b+0=-b
Identity Property of Addition
Inverse Property of Multiplication
I can multiply any non-zero number by its reciprocal
3/4*4/3=1
Inverse Property of Multiplication
-a/b*b/-a = 1
Inverse Property of Multiplication
Identity Property of Multiplication
I can multiply any number by 1 and it will not change
64*1=64
Identity Property of Multiplication
g*1=g
Identity Property of Multiplication
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