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6th Grade Final Exam A

Total questions: 32

Worksheet time: 48mins

Name
Class
Date
1.
Oakdale River held a nest of fish eggs. The nest contained a total of 932 eggs. If 262 of these eggs hatched, how many did not hatch?
a)
670
b)
750
c)
740
d)
740
2.
A new school bought pencils for all of the classrooms. There are 7 pencils in each package, and each box of pencils contains 10 packages. How many pencils are there in 4 boxes?
a)
280
b)
296
c)
284
d)
300
3.
Find the quotient and remainder using long division: 777 ÷ 381.
a)
2 remainder:15
b)
5 remainder:20
c)
4 remainder:25
d)
4 remainder:27
4.

Evaluate. Write your answer as a decimal or whole number. (0.18)²

a)

0.0324

b)

0.36

c)

0.09

d)

11.11111111

5.
What are the greatest common factor, GCF, and least common multiple, LCM, of 6, 8, and 10?
a)
GCF = 2 LCM = 120
b)
GCF = 120 LCM = 2
c)
GCF = 40 LCM = 2
d)
GCF = 10 LCM = 10
6.

On a number line, does 0.888888888888889 exist, and where?

a)

8 9ths

between 0 and 1

b)

9 9ths

exactly at 1

c)

8 8ths

exactly at 1

d)

9 8ths

between 1 and 2

7.
Kendra flew 563.51 miles on an airplane. After the plane landed, she got on a bus and traveled another 14.9 miles. How far did Kendra travel in all?
a)
578.41
b)
548.61
c)
8396.299
d)
593.31
8.
Marathon Digital Movies is having a sale. Customers can download 11 movies for $17.37. How much does each movie cost with the sale? Round to the nearest penny
a)
1.58
b)
1.74
c)
1.32
d)
0.78
9.

Write 10925109\frac{2}{5} as a decimal number.

a)

109.4

b)

109.2

c)

109.5

d)

109.25

10.

Estelle made a fruit salad with 13\frac{1}{3} of a pound of melon and 97129\frac{7}{12} pounds of berries. How many pounds of fruit did Estelle use in all?

a)

119/12

b)

123/11

c)

119/10

d)

120/10

11.

Multiply. Write your answer as a simplified fraction or as a whole or mixed number. 635× 5796\frac{3}{5}\times\ 5\frac{7}{9}

a)

1716/45

b)

1717/43

c)

1712/47

d)

1715/43

12.

Divide. Write your answer as a simplified fraction or as a whole or mixed number. 115÷1121\frac{1}{5}\div1\frac{1}{2}

a)

4/5

b)

5/6

c)

12/3

d)

15/6

13.
What is the absolute value of -25?
a)
25
b)
-25
c)
No Solution
14.
Evaluate: -2 × 4 + -8
a)
-16
b)
16
c)
-12
d)
12
15.
Leslie drew a scale drawing of a city park. In real life, the soccer field is 121 meters long. It is 187 millimeters long in the drawing. Leslie used a scale of 17mm : x meters. What is x?
a)
11
b)
10
c)
12
d)
13
16.
A factory made 9 jars of creamy peanut butter and 141 jars of chunky peanut butter. What percentage of the jars of peanut butter were creamy?
a)
0.06
b)
0.05
c)
0.07
d)
0.08
17.

Convert the temperature from degrees Fahrenheit to degrees Celsius, using the formula C = (5/9) × (F – 32):

68°F = ?°C

a)

20

b)

27

c)

23

d)

2.1

18.
Shelby buys a barbecue grill during a 40% off sale. If Shelby pays $470, what was the original price?
a)
783.33
b)
282
c)
658
d)
861.67
19.
You start at (6, -1). You move left 3 units. Where do you end?
a)
(3,-1)
b)
(5,-1)
c)
(5,1)
d)
(3,1)
20.
Combine any like terms in the expression. If there are no like terms, rewrite the expression. 4 + 3 + -2 + 4f.
a)
5 + 4f
b)
9
c)
13f
d)
9f
21.
Distribute: 11(4x + 3)
a)
44x + 33
b)
44x + 11
c)
11x + 33
d)
15x + 14
22.

Solve for k: k+18520=23\frac{k+185}{20}=23

a)

275

b)

160.9

c)

28

d)

645

23.
Dave went to a game convention to buy packs of trading cards. Each pack cost $5. To get all of the cards he wanted, he went over his $20 budget. Let x represent how many packs of trading cards Dave bought. Which inequality describes the problem? Solve the inequality.
a)
Interpretation: 5x > 20 Solution: x > 4
b)
Interpretation: 5x < 20 Solution: x > 4
c)
Interpretation: 5x < 20 Solution: x < 4
d)
Interpretation: 5x > 20 Solution: x < 4
24.
The dance team is having a bake sale to raise money for new uniforms. Before they began, Natalie's mother gave them a $10 donation. Let s be the total sales from the bake sale, and let d be the total amount collected, in dollars. The equation d=s+10 represents this situation. Graph the equation for extra credit.
a)
y = 1x + 10
b)
y = 10x + 1
c)
y = 1x - 10
d)
y = 10x - 1
25.

Angle a = 80°, angle b = 30°, and all lines are straight lines. What is the measure of angle c?

a)

50°

b)

80°

c)

30°

d)

110°

26.

If these two parallelograms are similar, and the slant height of the larger shape is 4, what is the measure of the missing length v?

a)

16

b)

12

c)

20

d)

24

27.

Which net will make this figure?

a)

Left

b)

Right

c)

Both

d)

Neither

28.

What are the volume and surface area of a rectangular prism with a length of 8.5, a width of 2, and a height of 6

a)

Volume = 102, Surface Area = 160

b)

Volume = 160, Surface Area = 102

c)

Volume = 102, Surface Area = 80

d)

Volume = 80, Surface Area = 102

29.
Oxford University offers two applied majors and monitors the number of students in each. 2 out of every 11 chose architecture, and 9 out of every 11 chose Engineering. There were 99 students in applied majors. How many more of them were in engineering than in architecture?
a)

63

b)

77

c)

121

d)

198

30.
What are the mean, median, mode, range, and outlier of the following list of numbers: 13, 122, 117, 117, 130, 124.
a)

mean = 103.833 median = 119.5 mode = 117 range = 117 outlier = 13

b)

mean = 119.5 median = 103.833 mode = no mode range = 117 outlier = 13

c)

mean = 119.5 median = 103.833 mode = no mode range = 143 outlier = 122

d)

mean = 103.833 median = 119.5 mode = no mode range = 1690 outlier = 117

31.
You flip two fair coins, and roll a 6-sided die. What is the probability of flipping one head and rolling a 5?
a)
0.0833
b)
0.0417
c)
0.0556
d)
0.1111
32.
What grade do you think you'll get on the real final?
4 lines

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