Multilpicative, addition, and commuative and associative propert

Match the property to the definition: If one quantity equals a second quantity and the second quantity equals a third quantity, then the first quantity equals the third property.

• Transitive

• symetric

• reflective

• communative

• multiplicative identity

Match the property to the definition: Any quantity equals itself.

• associative

• transitive

• symetric

• reflexive

Match the property to the definition: If one quantity equals a second quantity, then the second quantity equals the first.

• associative

• additive inverse

• additive identity

• symetric property

match the property to the definition: A real number and its opposite are additive inverses of each other.

• Additive identity

• multiplicative inverse

• additive inverse

• commutative

Match the property to the definition: For any real number a, the sum of a and 0 is a.

• multiplicative property of 0.

• Additive identity

• multiplicative identity

• associative

match the property to the definition: For any real number a, the product of a and 1 is a.

• multiplicative property of 0

• multiplicative identity.

• additive identity

• multiplicative inverse

Match the definition to the property: For any real number a, the product of a and 0 is 0

• Multiplicative inverse.

• distributive

• symetric

• multiplicative property of 0

Match the property to the defintion: For any real number a/b where a, b=0, there is exactly one number a/b such that a/b x b/a is 1.

• multiplicative identity

• associative

• multiplicative inverse

• commutative

Match the term to the defintion: The order in which you add or multiply numbers does not change their sum or product

• associative

• multiplicative

• commutative

• additive inverse

Match the property to the definition: The way you group three or more numbers when adding or multiplying does not change their sum or product.

• commuataive

• addition

• associative

• additive identity