Properties Of Numbers Question Preview (ID: 42902)
Associative, Commutative, Identities, Inverses, Distributive Properties.
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Name the property illustrated by the statement: a + (b + c) = (a + b) + c
a) Associative Property of Addition
b) Associative Property of Multiplication
c) Commutative Property of Addition
d) Commutative Property of Multiplication
Name the property illustrated by the statement: (6x * 2y) + 7z = 7z + (6x * 2y)
a) Associative Property of Addition
b) Associative Property of Multiplication
c) Commutative Property of Addition
d) Commutative Property of Multiplication
Name the property illustrated by the statement: -27x * 1 = -27
a) Additive Inverse
b) Multiplicative Inverse
c) Additive Identity
d) Multiplicative Identity
Name the property illustrated by the statement: 9(2x + 3) = 18x + 27
a) Commutative Property of Addition
b) Distributive Property
c) Additive Inverse
d) Additive Identity
Name the property illustrated by the statement: (-9d) * 7 = 7 * (-9d)
a) Associative Property of Addition
b) Associative Property of Multiplication
c) Commutative Property of Addition
d) Commutative Property of Multiplication
Name the property illustrated by the statement: -3g = -3g + 0
a) Commutative Property of Addition
b) Associative Property of Addition
c) Additive Inverse
d) Additive Identity
Name the property illustrated by the statement: 5/3 * 3/5 = 1
a) Multiplicative Inverse
b) Multiplicative Identity
c) Associative Property of Multiplication
d) Commutative Property of Multiplication
Name the property illustrated by the statement: 18c + 5d = 5d + 18c
a) Additive Identity
b) Associative Property of Addition
c) Commutative Property of Addition
d) Additive Inverse
Name the property illustrated by the statement: 5x - 5y = 5(x-y)
a) Associative Property of Addition
b) Commutative Property of Addition
c) Additive Inverse
d) Distributive Property
Name the property illustrated by the statement: (2 + 7) * 5 = (7 + 2) * 5
a) Associative Property of Addition
b) Commutative Property of Addition
c) Associative Property of Multiplication
d) Commutative Property of Multiplication
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