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Grade 6 3rd Term Review

Total questions: 108

Worksheet time: 27hrs 0mins

Name
Class
Date
1.

If there are 5 boys and 7 girls, write the ratio of girls to boys.

a)
5 to 7
b)
7 to 5
c)
5 to 12
d)
7 to 12
2.
Ten soccer players were going to a soccer tournament with their three coaches. What is the ratio of coaches to players? 
a)
10 : 3
b)
10:13
c)
3 : 10
d)
3:13
3.
Simplify the ratio of
35 : 14
a)
5 : 2
b)
2 : 5
c)
3 : 1
d)
35: 14
4.

Mrs. Shelly paid $3 for 6 muffins and Mrs. Kloske paid $9 for 18 muffins.  Are the two ratios equivalent?

a)
yes, equivalent
b)
no, not equivalent
5.
For a recipe, Brutus uses 4 cups of sugar for every 5 cups of flour. Which of the following show equivalent ratios for sugar to flour?
a)
4/5=8/10 =12/15
b)
4/5 = 5/6 = 6/7
c)
4/5 = 3/4 = 2/3
d)
4/5=8/15=16/45
6.
Which ratio is equivalent to 5 to 4
a)
25 to 20
b)
10 to 12
c)
4 to 5
d)
15 to 8
7.
What number is missing?
a)
12
b)
3
c)
11
d)
13
8.
Write the ratio as a fraction in simplest form.
6 losses to 13 wins
a)
6/13
b)
13/6
c)
6/3
d)
2/5
9.

Write the ratio as a fraction in simplest form. 21 wins to 14 losses

a)
21/14
b)
2/3
c)
3/2
d)
14/21
10.

Write the ratio as a fraction in simplest form. 15 children out of 60 passengers

a)
4/1
b)
15/60
c)
60/15
d)
1/4
11.
In the fruit bowl there are 4 apples, 2 bananas, and 5 pears.  What is the ratio of pears to ALL fruit?
a)
5:4
b)
5:11
c)
2:5
d)
6:5
12.
What is the definition of a "ratio"? 
a)

mathematical way to compare two liquids

b)

mathematical way to compare between two amounts (quantities)

c)

mathematical way to compare fractions

d)
comparison between a unit 
13.
Solve for A in the table.
a)
A= 40
b)
A= 10
c)
A= 9
d)
A= 45
14.
Solve for B in the table.
a)
B= 40
b)
B= 10
c)
B= 9
d)
B= 45
15.
What  number is missing?
a)
7
b)
3
c)
10
d)
5
16.
Simplify to lowest terms
a)
6
b)
2/8
c)
1/6
d)
 2/12
17.

Define ratio table:

a)

place ratios eat

b)

ratio hang out

c)

collection of any ratio

d)

collection of equivalent ratios

18.

There are 15 boys to 12 girls in a class. if i want the ratio of girls to boys, what kind of ratio am I asking for?

a)

part to part

b)

half part

c)

part to whole

d)

no part

19.

There are 15 boys to 12 girls in a class. if i want the ratio of boys to all students, What kind of ratio am I asking for?

a)

part to part

b)

no part

c)

half part

d)

part to whole

20.

What are the three ways to write/express a ratio?

a)

To

semi-colon

division bar

b)

Fraction bar

colon

to

c)

Fraction bar

semi-colon

division bar

d)

To

Fraction bar

semi-colon

21.

Q. 

Patrick has 2 black, 3 red, and 5   white toy cars. What is the ratio of red toy cars to all the toy cars? 

a)

3:5

b)

3:11

c)

1:3

d)

3:10

22.

Q. 

What number is missing?

a)

12

b)

11

c)

3

d)

13

23.

Q. 

Kevin is mixing paint to make orange. The ratio of red paint to yellow paint is 3 oz to 5 oz. How much yellow paint should he mix with 9 oz of red paint?

a)

15 oz

b)

45 oz

c)

30 oz

d)

11 oz

24.

Q. 

What is the missing number in the ratio table?

a)

25

b)

27

c)

21

d)

24

25.

Q. 

Ratio Tables are Equivalent Ratios?

a)

False

b)

True

c)

Sometimes

d)

Never

26.

Q. If there are 5 boys and 7 girls, write the ratio of girls to boys.

a)

5 to 7

b)

7 to 5

c)

5 to 12

d)

7 to 12

27.

Q. 

What are three ways to write a ratio for the amount of dogs compared to the number of cats.

a)

11 to 7

b)

7:11

c)

11/7

d)

11:7

e)

12 to 7

28.

Q. 

What is the ratio of red apples to green apples

a)

7 apples to 3 green

b)

4 red apples to 3 green apples

c)

4 red apples to 7 apples

d)

3 green apples to 4 red apples

29.

What is a comparison of two quantities that can be written in three ways?

Example (A to B, A:B, A/B)

a)

Rate

b)

Percent

c)

Ratio

d)

Fraction

30.

Before we move on, how do you feel about ratios and ratio tables?

a)
b)
c)
31.
In the fruit bowl there are 4 apples, 2 bananas, and 5 pears.  What is the ratio of pears to ALL fruit?
a)
5:4
b)
5:11
c)
2:5
d)
6:5
32.

From the previous question, is the ratio of "pears to all fruit" a "part-to-part" or a "part-to-whole" ratio?

a)

Part-to-part

b)

Part-to-whole

33.
There are 13 boys and 10 girls in the classroom.  What is the ratio of boys to girls?
a)
10 to 13
b)
23 to 13
c)
13 to 10
d)
23 to 10
34.

If you have 3 pennies, 4 nickels, and 5 dimes, which represents the ratio of nickels to total coins?

a)
4:5
b)
3:12
c)
4:12
d)
5:12
35.

Suppose a class has 14 redheads, 8 brunettes, and 6 blondes. What is the ratio of redheads to blondes?  Write your answer in SIMPLEST FORM. 

a)
14:6
b)
7:3
c)
14:8
d)
7:4
36.

Write the ratio for 18 goldfish in a tank of 48 fish in SIMPLEST FORM.  

a)
18/48
b)
9/6
c)
8/3
d)
3/8
37.

What is the ordered pair of Point E?

a)

(4,7)

b)

(3,7)

c)

(7,4)

d)

(7,3)

38.

Erasers cost 5 cents each at the school store. The table shows this relationship. Choose the graph which displays the ordered pairs and describes the graph.

a)
b)
c)
d)
39.

Based on the graph, how many songs would there be in 12 hours?

a)

80 songs

b)

15 songs

c)

90 songs

d)

65 songs

40.

Based on the graph, how many people would there be in 7 days?

a)

30

b)

36

c)

42

d)

48

41.

Lynnette can wash 95 cars in 5 days. How many cars does she wash each day?

a)

475 cars per day

b)

19 cars per day

c)

.05 cars per day

d)

15 cars per day

42.

Lynnette can wash 95 cars in 5 days. How many cars does she wash each day?

a)

475 cars per day

b)

19 cars per day

c)

.05 cars per day

d)

15 cars per day

43.
Luke can paint 91 portraits in 7 weeks. How many portraits does he paint each week?
a)
637 cars per week
b)
13
c)
.08 portraits per week
d)
13 portraits per week
44.
Henry can write 5 ¼  pages of his novel in 3 hours. How many pages does he write per hour?
a)
15.25 pages per hour
b)
15.75 pages per hour
c)
1.75 pages per hour
d)
not here
45.
At the market, 7 apples cost $4.55. What is the cost per apple?
a)
1.54 apples per dollar
b)
1.54 dollars per apple
c)
$0.65 per apple
d)
not here
46.
Ken can walk 40 dogs in 8 hours. Determine how many dogs he can walk in one hour.
a)
5 hours per dog
b)
5 dogs per hour
c)
320 dogs per hour
d)
not here
47.
Alicia drove at a constant speed and traveled 182.4 miles in 3 hours. What is her rate in miles per hour?
a)
60.8 hours per mile
b)
547.2 miles per hour
c)
56 miles per hour
d)
60.8 miles per hour
48.
Charles can type 675 words in 9 minutes. How many words can he type per minute?
a)
75 words per minute
b)
6075 words per minute
c)
86 words per minute
d)
75 minutes per word
49.
How are rates and unit rates similar?
a)
They both are fractions.
b)
They both compare two different quantities of information.
c)
They are not similar at all.
d)
not here
50.
A rate is a ratio that compares 2 different_______________________________.
a)
people
b)
units/measurements
c)
fractions
d)
denominators
51.
A unit rate is a ratio in fraction form that has a _____________________________ of 1.
a)
numerator
b)
bottom number
c)
fraction
d)
denominator
52.
How are rates and unit rates different?
a)
A rate has a denominator of 1.  A unit rate does not.
b)
A rate is just like a fraction.  A unit rate is a ratio.
c)
Rates involve a measurement of time, but unit rates do not.
d)
A rate compares two different quantities.  A unit rate has a denominator of 1.
53.
One real world example of when we use rates and unit rates is ______________________________________.
a)
miles per hour
b)
apples to oranges
c)
girls to boys
d)
teachers to students
54.
Which of the following is a UNIT RATE?
a)
10 miles / 2 hours
b)
$6 for each hour
c)
1 box / $3
d)
15 pounds every 5 servings
55.
The pet shop has 2 dogs, 4 cats, and 5 hamsters. What is the ratio of dogs to all pets?
a)
2:4
b)
2:5
c)
2:11
d)
11:2
56.
Sargento cheese slices $2.48 for 10 slices
or
Velveeta Cheese slices $3.18 for 12 slices
Find the unit price for each and choose the better deal.
a)
Sargento
b)
Velveeta
57.
A 30 oz. jar of mayonnaise is on sale for $2.99
What is the price PER ounce?
a)
$10.03 per ounce
b)
$27.01 per ounce
c)
$0.99 per ounce
d)
$0.10 per ounce
58.
Kyle entered a pie eating contest.  He took 1/5 of a minute to eat 1/2 of a pie.  How many pies can Kyle eat per minute?
a)
2 and 1/2 minutes per pie
b)
2/5 of a minute per pie
c)
2 and 1/2 pies per minute
d)
2/5 of a pie per minute
59.
Jada can read 3/5 of a book in 1/4 of an hour.  How long would it take her to read one whole book?
a)
2 and 2/5 books per hour
b)
2 and 2/5 hours per book
c)
5/12 of an hour per book
d)
5/12 of a book per hour
60.
Ben drinks tea at a relatively quick rate.  He drinks 1/2 liter of tea every 2/3 of an hour.  How much tea does Ben drink per hour?
a)
1 and 1/3 of an hour per liter
b)
3/4 of a liter per hour
c)
1 and 1/3 liter per hour
d)
3/4 of an hour per liter
61.
Alycia earned $20.40 in 3 hours. What is her unit rate in dollars per hour?
a)
$7 per hour
b)
$6 per hour
c)
$6.80 per hour
d)
$17.40 per hour
62.

You spend $40 on 5 kilos of concrete. What is the unit price for 1 kilo?

a)

$8

b)

$35

c)

$5

d)

$0.125

63.

You spend $40 on 5 kilos of concrete. What is the unit price for 1 kilo?

a)

$8

b)

$35

c)

$5

d)

$0.125

64.

The store was selling 4 chocolate bars for $2.00. How much would one chocolate bar cost?

a)

$1.00 per bar

b)

$2.00 per bar

c)

$0.50 per bar

d)

$0.25 per bar

65.

Ellie made $42 babysitting for 6 hours. How much does she make per hour?

a)

$45 per hour

b)

$7.00 per hour

c)

$2.70 per hour

d)

$6.70 per hour

66.

I paid $12.00 for 6 litres of oil.

What was the price per litre?

a)

$0.40

b)

$9.00

c)

$2.00

d)

$0.90

67.
You travel 150 miles on 5 gallons. How far did you travel per gallon?
a)
15 miles
b)
30 miles
c)
3 miles
d)
25 miles
68.

Sam ran 40 meters in 10 seconds. How far did she run in 1 second? (Hint: Use a double number line diagram.)

a)

1 meter

b)

4 meters

c)

10 meters

d)

20 meters

69.

A cruise ship traveled 150 nautical miles in 6 hours at a constant speed. How far did the ship travel in 1 hour?

a)

10 miles

b)

15 miles

c)

25 miles

d)

30 miles

70.
What is the speed of a man who runs 10 miles in 1 hr?
a)
20 miles
b)
10 m/min
c)
10 miles/hr
d)
20 hrs
71.
A train travels 25 km in 5 hrs. How fast is the train going?
a)
25 miles/hr
b)
5 miles/hr
c)
125 km/hr
d)
50 km/hr
72.
What is the equation to calculate speed?
a)
speed = distance/time
b)
speed = time/distance
c)
speed = time x distance 
d)
speed = speed/time 
73.

The store was selling 4 chocolate bars for $2.00. How much would one chocolate bar cost?

a)

$1.00 per bar

b)

$2.00 per bar

c)

$0.50 per bar

d)

$0.25 per bar

74.

Ellie made $45 babysitting for 6 hours. How much does she make per hour?

a)

$45 per hour

b)

$7.50 per hour

c)

$2.70 per hour

d)

$6.70 per hour

75.

The cost of 4 golf balls is $10. How much would it cost for 20 golf balls?

a)

$10 for 20 golf balls

b)

$20 or 20 golf balls

c)

$40 or 20 golf balls

d)

$50 or 20 golf balls

76.

A factory makes 24 bicycles in 3 hours. How many can they make per hour?

a)

8 bicycles in 1 hour

b)

2 bicycles in 1 hour

c)

4 bicycles in 1 hour

d)

6 bicycles in 1 hour

77.

If a dozen doughnuts cost $3.00, what would 1 doughnut cost?

a)

1 doughnuts would cost $0.15

b)

1 doughnuts would cost $0.25

c)

1 doughnuts would cost $0.30

d)

1 doughnuts would cost $1.15

78.
What is the unit price of this item?
a)
$0.263
b)
$3.95
c)
15 oz
d)
Unit price is not listed
79.

When comparison shopping the biggest/bulk item is going to be the best deal?

a)

Always

b)

Sometimes

c)

Never

80.

Which is the better buy?

a)

A 4 pack of t-shirts for $2.24

b)

A 6-pack of t-shirts for $3.12

c)

An 8 pack of t-shirts for $4.24

81.

Which is the better buy?

a)

2-ounce bottle of soap for $1.80

b)

8-ounce bottle of soap for $7.28

c)

16 ounce bottle of soap for $14.88

82.

Malorie had to stop and get gas on her way to school this morning. The unit price was $2.03 per gallon and Malorie spent $32.48. How many gallons of gas did she buy?

a)

14.5

b)

15

c)

16

d)

18

83.

There are 75 pieces of candy in a 15 oz bag.

How many pieces are there per ounce?

a)

5 pieces

b)

3 pieces

c)

15 pieces

d)

50 pieces

84.

Which of the following is an example of a unit rate?

a)

16 miles / 6 days

b)

15 words / 30 seconds

c)

$3.18 / a slice of pizza

d)

$15.82 / two movie tickets

85.

Alex earned $20.40 in 3 hours. What is his unit rate in dollars per hour?

a)

$7.80 per hour

b)

$6.50 per hour

c)

$6.80 per hour

d)

$17.40 per hour

86.

Which is the best buy?

7 pencils for $1.40

6 pencils for $1.26

8 pencils for $1.88

a)

7 pencils for $1.40

b)

6 pencils for $1.26

c)

8 pencils for $1.88

d)

All have the same unit price

87.

A bag of oranges cost $3.40. How much would 4 bags cost?

a)

$12.60

b)

$12.80

c)

$13.80

d)

$13.60

88.

Complete the table and chose the graph of the equation.

a)
b)
c)
d)
89.

Complete the table and chose the graph of the equation.

a)
b)
c)
d)
90.
Nancy can type 50 words per minute. Look at the table below to write an equation that matches the data.
a)
m=50 + w
b)
w= 50m
c)
w= 50 + m
d)
m= 50 - w
91.
y = x - 6
What is the missing number?
a)
12
b)
10
c)
14
d)
13
92.
What is the rule?
a)
Multiply by 2
b)
Multiply by 3
c)
Add 3
d)
Add 4
93.
On a graph, which axis shows the INDEPENDENT variable?
a)
x-axis
b)
y-axis
c)
neither
d)
it changes
94.
On a graph, which axis shows the DEPENDENT variable?
a)
x-axis
b)
y-axis
c)
neither
d)
it changes
95.
What is the DEPENDENT variable?
a)
total cost
b)
weight
c)
0.3
d)
there isn't one
96.

Complete the table and chose the graph of the equation.

a)
b)
c)
d)
97.

Complete the table and chose the graph of the equation.

a)
b)
c)
d)
98.
Nancy can type 50 words per minute. Look at the table below to write an equation that matches the data.
a)
m=50 + w
b)
w= 50m
c)
w= 50 + m
d)
m= 50 - w
99.
y = x - 6
What is the missing number?
a)
12
b)
10
c)
14
d)
13
100.
What is the rule?
a)
Multiply by 2
b)
Multiply by 3
c)
Add 3
d)
Add 4
101.
On a graph, which axis shows the INDEPENDENT variable?
a)
x-axis
b)
y-axis
c)
neither
d)
it changes
102.
On a graph, which axis shows the DEPENDENT variable?
a)
x-axis
b)
y-axis
c)
neither
d)
it changes
103.
What is the DEPENDENT variable?
a)
total cost
b)
weight
c)
0.3
d)
there isn't one
104.
What is the INDEPENDENT variable?
a)
distance
b)
25
c)
time
d)
there isn't one
105.

Which equation represents the relationship?

a)

y = x + 3

b)

x = y + 3

c)

y = 4x

d)

x = (1/4)y

106.
What is the algebraic equation for this table?
a)
y = x + 3
b)
y = 3x
c)
y = x ÷ 3
d)
y = x - 3
107.
What does the point (2, 94) represent in this situation?
a)
Every week, they earn $94.
b)
After 94 weeks, they save $2.
c)
After 1 week, they save $47.
d)
After 2 weeks, they save $94.
108.

Which equation matches the description if x is the number of minutes and y is the total cost.

a)

y = 1.20

b)

y= 1.20x

c)

x = 1.20

d)

x = 1.20y

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