Which property states:
Changing the ORDER does not change the answer
Ex. 3 + 4 = 4 + 3
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A) Associative for Addition
B) Additive Identity
C) Commutative for Addition
D) Additive Inverse
Correct !!
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Which property states:
Changing the GROUPING does not change the answer
Ex. (5  6)  7 = 5  (6  7)
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A) Commutative for Multiplication
B) Multiplicative Inverse
C) Multiplicative Identity
D) Associative for Multiplication
Absolutely
Right!!
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Which property states:
A number times ZERO equals ZERO
Ex. 123  0 = 0
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A) Multiplicative Identity
B) Multiplication Property of Zero
C) Division Property of Zero
D) Multiplicative Inverse
Great Job!!
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Which property states:
A number PLUS or MINUS ZERO
equals that number
Ex. 456 + 0 = 456
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A) Reflexive
B) Additive Identity
C) Transitive
D) Additive Inverse
Nice work!!
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Which property states:
A number TIMES or DIVIDED by ONE equals that
number
Ex. 345  1 = 345
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A) Multiplicative Inverse
B) Factoring
C) Multiplicative Identity
D) Reflexive
You got it!!
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Which property states:
A number PLUS its OPPOSITE
equals ZERO
Ex. 5 + -5 = 0
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A) Definition of Subtraction
B) Additive Identity
C) Reflexive
D) Additive Inverse
Right on!!
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Which property states:
A number TIMES its RECIPROCAL equals ONE
Ex. 2  ½ = 1
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A) Multiplicative Identity
B) Division Property of Zero
C) Multiplicative Inverse
D) Transitive
That’s the one!!
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Which property states:
A number TIMES A SUM or
PASSING OUT a multiplier
Ex. 3(2 + 4) = 6 + 12
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A) Associative Property of Addition
B) Distributive
C) Substitution
D) Reflexive
Way to go!!
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Which property states:
A number DIVIDED by ITSELF
equals ONE
Ex. 8  8 = 1
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A) Symmetry
B) Transitive
C) Substitution
D) Division Property of Zero
Yep…that’s the property!!
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Which property states:
Perform the operation and
PLUG in the ANSWER
Ex. 1 + 2 + 3 = 3 + 3
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A) Substitution
B) Associative for Addition
C) Transitive
D) Distributive
Good choice!!
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Which property states:
ADD the OPPOSITE
Ex. 1 – 2 = 1 + -2
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A) Additive Inverse
B) Transitive
C) Definition of Subtraction
D) Reflexive
Right on!!
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Which property states:
Flip both side of the equation
Ex. 3 + n = 5
is the same as
5=3+n
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A) Transitive
B) Symmetry
C) Reflexive
D) Factoring
Correct !!
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Which property states:
If A = B and B = C,
then A = C
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A) Transitive
B) Symmetry
C) Reflexive
D) Factoring
YES!!
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Which property states:
For all real numbers,
A=A
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A) Substitution
B) Additive Identity
C) Reflexive
D) Commutative
You got it!!
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Which property states:
Distributive Backwards
(Collecting the parts that make
the pieces LIKE TERMS)
Ex. 3a + 4a = a(3 + 4)
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A) Commutative for Multiplication
B) Substitution
C) Associative
D) Factoring
Nice work!!
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