1. What is 2.5 in percent form? 2. What decimal is equivalent to 32

1.
What is 2.5 in percent form?
2.
What decimal is equivalent to
3.
Which fraction represents 84% in the lowest terms?
A
B
C
D
4.
5.
6.
32
?
50
84
100
4
5
42
50
21
25
Which of these is equal to
A
0.20
B
0.25
C
0.40
D
0.60
2
?
5
Which number is composite?
A
83
B
75
C
73
D
41
Which of these numbers is a multiple of 7?
A
2
B
14
C
57
D
72
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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7.
Which of the numbers in this set are prime?
2, 4, 11, 17, 21, 27?
8.
9.
A
2, 17, 21
B
4, 21, 27
C
2, 11, 17
D
4, 11, 27
Which of these are both factors of 28?
A
4 and 7
B
28 and 56
C
3 and 14
D
2 and 8
Which of these number lines has a point at the value –2?
A
B
C
D
10. Which letter represents –8 on the number line below?
A
H
B
J
C
K
D
M
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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11. Which of these shows the numbers in order from least to greatest?
A
B
C
D
2 5
, , 0.75,
3 3
5
1, 0.75, ,
3
2
, 0.75, 1,
3
5 2
, , 0.75,
3 3
1
2
3
5
3
1
12. Which of these shows the numbers in order from least to greatest?
A
B
C
D
5
, 1, 1.3, 75%
6
5
75%, , 1, 1.3
6
5
1, 1.3, 75%,
6
5
, 1, 75%, 1.3
6
13. The ratio of pine trees to oak trees on the playground is 2 to 3. With this ratio, which of
these could be the number of pine trees and oak trees on the playground?
A
6 pine trees : 6 oak trees
B
6 pine trees : 9 oak trees
C
3 pine trees : 2 oak trees
D
2 pine trees : 9 oak trees
14. Latoya walks 4 miles per hour. She walks for 2 hours. How far does she walk in all?
A
2 miles
B
4 miles
C
6 miles
D
8 miles
15. What is the solution to the problem below?
27.46 – 16.237 = _______
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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16. What is the solution to the problem below?
18.71 + 33.659 = ______
17. What is the solution in simplest form to the equation below?
7
2
9
3
A
B
C
D
= _____
1
9
5
6
7
3
5
9
18. What is the solution in simplest form to the equation below?
4
A
B
C
D
7
3
+ 2
10
15
= ______
10
25
27
6
30
1
6
2
9
6
10
6
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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19. What is the solution in simplest form to the equation below?
1
6
3
- 2
4
4
A
B
C
D
5
1
12
7
1
12
2
2
2
4
6
10
20. A hardware store ordered 112 boxes of light bulbs. Each box contained 16 bulbs.
How many bulbs did the store order?
A
1,792 bulbs
B
1,782 bulbs
C
784 bulbs
D
128 bulbs
21. What is the product?
596 x 72 = _____
A
668
B
36,402
C
36,812
D
42,912
22. What is the solution to the problem below?
921
x 369
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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23. What is the quotient to the problem below?
)
27 1, 764
A
65 R 9
B
62 R 20
C
69 R 1
D
63 R 3
24. What is the quotient to the problem below?
251) 9,871
A
38 R 247
B
39 R 82
C
38 R 233
D
35 R 186
25. What is the solution to the equation below?
32,216 ÷ 35 = ___
26. Which is the solution to the equation below?
6363 ÷ 63 = ___
A
10
B
11
C
100
D
101
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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27. Which of these expressions is the same as 5 • 8 • 2?
A
8 • 10
B
10 • 2
C
5•8
D
20 • 2
28. Which of the following shows the commutative property?
A
16 • 4 + 5 = 5 • 16 + 4
B
16 • 5 + 4 = (16 • 4) + 5
C
(16 • 5) + 4 = 16 • (5 + 4)
D
(16 + 5) • 4 = 4 • (16 + 5)
29. Which of the following shows the associative property?
A
4 • 37 • 25 = (4 • 25) • 37
B
4 • 37 • 25 = 25 • 37 • 4
C
4 • 37 • 25 = 4 (37) • (25)
D
4 • 37 • 25 = 25 • 4 • 30 • 7
30. Which shows how the distributive property can be used to simplify 5 • 98?
A
(5 • 90) + 8
B
(5 • 9) + (5 • 8)
C
(5 • 90) + (5 • 8)
D
(5 • 98) + (5 • 98)
31. Evaluate the expression below.
2 • (8 + 6) ÷ 2 • 3
A
17
B
25
C
33
D
42
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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32. Look at the expression below.
2.3 + (7.4 – .4) • 5
Which of the following shows the expression in simplest form?
A
46.5
B
41.3
C
37.3
D
14.3
33. Look at the expression below.
(
1
1
+ 9 ) – 0.5
2
2
Which shows the expression in simplest form?
A
9.5
B
5.0
C
4.5
D
0.4
34. Look at this equation.
$7.73 - $5.27 = $2.46
Which of these is the best estimate to use to determine if $2.46 is a reasonable answer?
A
$8.00 - $5.00 =
.
B
$7.50 - $5.50 =
.
C
$7.00 - $5.00 =
.
D
$7.75 - $5.2 =
.
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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35. Look at this problem.
5
33
1
– 2
= _____
35
10
Using estimation, which answer is the most reasonable?
A
4
B
3
C
8
D
7
32
25
34
45
36. Grace wants to paint a wall that measures 16 feet by 8 feet. She knows 1 quart of paint
covers 40 square feet. About how many quarts of paint will she need to paint the entire
wall?
Explain your thinking.
37. The fifth grade is going on a field trip. The number of students in each class is shown
below.
Class 1: 37 students
Class 2: 34 students
Class 3: 36 students
Class 4: 38 students
All the students are going to ride on a bus for the field trip and each bus can hold 80
students. The chart below shows the estimates made by Jack, Dan, Lynn and Kira for
the number of buses needed for the field trip.
Student
Jack
Dan
Lynn
Kira
Number of Buses
Needed
4
3
5
2
Which student made the best estimate for the number of buses needed?
A
Jack
B
Dan
C
Lynn
D
Kira
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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38. A bag contains 5 tiles, each labeled with a different number from 5 through 9. Which of
these is the probability of randomly choosing a tile with a number less than 8?
A
1.67
B
1.5
C
0.6
D
0.06
39. Corey puts 5 pieces of paper labeled with the numbers 1 through 5 in a bag. What is
the probability that Corey will pull an even number from the bag?
A
B
C
D
5
2
5
3
2
5
3
5
40. The tally chart below shows the actual results of flipping four coins at the same time for
20 flips.
Coin Flip Results
Result
Number of Times
Heads, Heads, Heads, Heads
IIII II
Heads, Heads, Heads, Tails
II
Heads, Heads, Tails, Tails
III
Heads, Tails, Tails, Tails
III
Tails, Tails, Tails, Tails
IIII
Mark predicted that all four coins would land on tails 20 percent of the time.
How did Mark’s prediction compare with the actual results in the tally chart?
A
His prediction was the same as the actual results.
B
His prediction was higher than the actual results.
C
His prediction was lower than the actual results.
D
His prediction cannot be compared with the actual results.
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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41. Mr. Taylor predicted that 30% of the students would vote for school uniforms.
The actual number of students that voted for school uniforms was 25 out of 100.
How did Mr. Taylor’s prediction compare to the actual results?
A
Mr. Taylor’s prediction was lower than the actual results.
B
Mr. Taylor’s prediction cannot be compared with the actual results.
C
Mr. Taylor’s prediction was the same as the actual result.
D
Mr. Taylor’s prediction was higher than the actual results.
42. The rectangle below has been divided into two triangles.
8 cm
6 cm
6 cm
8 cm
Which of these expressions represents the area of one of the triangles?
A
8 cm x 6 cm
B
8 cm x 10 cm
C
D
1
(8 cm x 6 cm)
2
1
(6 cm x 10 cm)
2
43. Which shows the perimeter of the rectangle below?
25 cm
15 cm
15 cm
25 cm
A
15 cm x 15 cm = 225 cm2
B
15 cm + 25 cm = 40 cm
C
(25 cm x 2) + (15 cm x 2) = 80 cm
D
25 cm x 15 cm = 375 cm2
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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44. Pam made the diagram to show
the food in a basket.
Food
Fruit
Red
Which of the following is true based on the diagram?
A
If it is red, then it is a fruit.
B
If it is a food, then it is red.
C
If it is a fruit, then it is red.
D
If it is a food, then it is a fruit.
45. The table below shows the kinds of paper at an art store.
Patterns
Stripes
Dots
Flowers
Colors
Blue
Green
X
X
Red
X
Yellow
X
X
Which is true about the art paper?
A
If the paper is green or blue, then it has stripes.
B
If the paper is blue or green, then it has dots.
C
If the paper is yellow or blue, then it has flowers.
D
If the paper is red or blue, then it has stripes.
46. Which is true?
A
If a triangle has 1 right angle, then it is equilateral.
B
If a triangle has all sides equal, then it is obtuse.
C
If a triangle has 1 acute angle, then it is isosceles.
D
If a triangle has no equal sides, then it is scalene.
47. Which is true for the equation below?
p=r+5
A
If r = 3, then p = 2
B
If r = 0, then p = 5
C
If r = 8, then p = 3
D
If r = 1, then p = 5
Grade 5 Benchmark Assessment Quarter 3 Revised 2011
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