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Number Properties
Contributed by: Engel
(Original author: Algebra Readiness)
  • 1. 3(2y - 4) = 6y - 12
A) Commutative Property
B) Inverse Property
C) Distributive Property
D) Identity Property
E) Associative Property
  • 2. This property states that terms inside the parentheses can be multiplied by a number outside the parentheses.
A) Associative Property
B) Distributive Property
C) Commutative Property
D) Inverse Property
E) Identity Property
  • 3. This property states that when the order of the terms change in multiplication and addition problems, the answer remains the same.
A) Associative Property
B) Inverse Property
C) Identity Property
D) Distributive Property
E) Commutative Property
  • 4. This property states that the order of the terms stays the same, but the grouping of the numbers change.
A) Identity Property
B) Distributive Property
C) Associative Property
D) Commutative Property
E) Inverse Property
  • 5. m + (n + b) = (m + n) + b
A) Distributive Property
B) Commutative Property of Addition
C) Inverse Property
D) Associative Property of Addition
E) Identity Property of Addition
  • 6. This property states that the product of 1 and any number is the number.
A) Inverse Property
B) Inverse Property of Multiplication
C) Commutative Property of Multiplication
D) Distributive Property
E) Identity Property of Multiplication
  • 7. 4 + 0 = 4
A) Commutative Property of Addition
B) Associative Property of Addition
C) Inverse Property
D) Identity Property of Addition
E) Distributive Property
  • 8. The product of any number and it's reciprocal is always 1.
A) Identity Property
B) Distributive Property
C) Inverse Property
D) Commutative Property
E) Associative Property
  • 9. 3 + x = x + 3
A) Commutative Property of Addition
B) Commutative Property of Multiplication
C) Associative Property of Addition
D) Identity Property of Addition
E) Inverse Property
  • 10. 8(9) = 9(8)
A) Commutative Property of Addition
B) Inverse Property
C) Associative Property of Multiplication
D) Commutative Property of Multiplication
E) Identity Property of Multiplication
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