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SPRING BENCHMARK REVIEW
Test Description: Review questions for Spring 2015 Benchmark.
Instructions: Answer all questions to get your test result.
1) 2 x (4 x 5) = (2 x 4) x 5 demonstrates which of the following properties?
A
Associative
B
Distributive
C
Identity
D
Commutative
2) What is the first step in solving -2x + 5 = 11
A
Multiply -2 to each side
B
Subtract 11 on both sides
C
Subtract 5 on both sides
D
Divide by -2
3) What mathematical expression will predict the next number in the sequence? 4, 12, 36, ___
A
3x
B
x + 4
C
x + 3
D
2x
4) Solve. 3x + 10 = 17
A
x = 3
B
x = 7/3
C
x = 17/3
D
x = 9
5) Solve x/2 + 10 = 20
A
x = 15
B
x = 10
C
x = 60
D
x = 20
6) John and Ben go to see a movie. They spend $50. John spent $10 more than Ben. How much did Ben spend?
A
$30
B
$25
C
$20
D
$10
7) One thousand tickets were sold for the play. The total cost was $1850. If adult tickets were $2.00 and children's were $1.00, which shows the correct amount for each ticket?
A
850 adult tickets, 150 children tickets
B
750 adult tickets, 250 children tickets
C
700 adult tickets, 300 children tickets
D
600 adult tickets, 500 children tickets
8) Which property of multiplication is shown? t x 1 = t
A
associative
B
commutative
C
distributive
D
identity
9) Solve -5 - (-10) =
A
10
B
5
C
-5
D
-10
10) Which statement is equivalent to 3(x + 6) - 8
A
3x - 26
B
3x + 10
C
3x + 26
D
3x - 10
11) Which coordinates could be used to solve y = -3x - 5?
A
(-1, 8)
B
(0, 0)
C
(1, -8)
D
(1, -2)
12) Which relation is a function?
A
(3, 0), (3, 1), (3, 2), (3, 4)
B
(3, 1, (3, 2), (2, 2), (2, 3)
C
(0,1), (1,2), (2,3), (3, 4)
D
(0,3), (1,3), (2,3), (2, 4))
13) Which statement is true for solving 5x = -75?
A
Multiply 5 by -75.
B
Add 5 to -75.
C
Subtract 5 from -75.
D
Divide -75 by 5.
14) Which expression is equivalent to -3(4x - 5)?
A
-12x + 15
B
-12x - 5
C
-x - 15
D
-x - 5
15) Simplify -3x + 5 + 7x - 6
A
4x - 1
B
4x - 11
C
4x + 11
D
-10x - 1
16) What is the value of 12d - 7c if d = 3 and c = 2
A
22
B
50
C
3
D
-22
17) Solve. 2/3x = -24
A
-16
B
36
C
-72
D
-36
*select an answer for all questions
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