2. Given the set (-2,-1, 0, 1, 2}, what is the additive inverse of 1? A. - 2 B. -1 C. 1 D. 2 3. Any integer added by its inverse will always be equal to 0 What property
is illustrated in the statement?
A Additive Identity Property C. Multiplicative Identity Property
B. Additive Inverse Property D Multiplicative Inverse Property
4. Which property is illustrated by 4.5 = 5.47
A Associative Property of Multiplication
B. Commutative Property of Multiplication
C Identity Property of Multiplication
D. Inverse Property of Multiplication
5. What property proves that 15 + 8 = 8 + 15?
A Associative Property of Addition
B Commutative Property of Addition
C. Identity Property of Addition
D. Inverse Property of Addition
6. This property of operation on integers states that "the sum of any
number and zero is equal to that number".
A Closure Property
C. Identity Property
B. Commutative Property D. Associative Property
7. Which states the commutative property of multiplication?
A. The integers can be added in any order
B. The integers can be divided in any order.
C. The factors can be multiplied in any order
D. The numbers can be grouped in any order
8. Which of the following statements illustrate the distributive property?
A 2(3) = 3(2)
C. 312 + 4) = 3(2) + 3(4)
B. 2 + 3 = 3+2
D. (3+2) + 4 = 3 + (2 + 4)
9. Which statement justifies that the associative property is not true
for subtraction?
A 15 - 9 # 9-15
C. (15 - 9) - 6 # 15 - 19-6)
B 15-9-676-9-15 D. 15 - 19-6) # (15 - 9) - (15-6)
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