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Ratio and Rates

Total questions: 38

Worksheet time: 2hrs 41mins

Name
Class
Date
1.

Josh bought a pizza with eight slices of pizza for $12. What is the cost of 1 slice of pizza?

a)

$12

b)

$1.50

c)

$3

d)

$1

2.
If Justin can type 408 words in 4 minutes, how many words can he type per minute?
a)
102 words per minute
b)
100 words per minute
c)
400 words per minute
d)
412 words per minute
3.
What is the ratio of total shapes to circles?
a)
3 : 4
b)
4 : 3
c)
7 : 3
d)
3 : 7
4.
My mother purchased 8 Pepsi products at Bi-Lo for $14.00.  What is the price per product?
a)
$2.00 per product
b)
$1.50 per product
c)
$1.75 per product
5.
The Upward Football League has 156 players on 12 teams.  What is the unit rates of players to teams? 
a)
13 players per team
b)
12 players per team
c)
14 players per team
6.

A comparison of two quantities using the word to, for every/each, or a colon :.

a)

Ratio

b)

Rate

c)

quantity

d)

scale factor

7.

A ratio that compares two quantities of different units. Like miles per hour, feet per second.

a)

rate

b)

ratio

c)

percent

d)

fraction

8.

How much of something there is.

a)

quantity

b)

quality

c)

percent

d)

proportion

9.

When a rate is expressed as a unit of one...

a)

unit rate

b)

scale factor

c)

proportion

d)

decimal

10.

Represents the number one

a)

per/each

b)

ratio

c)

fraction

d)

quotient

11.

A table that represents equivalent ratios and proportions

a)

ratio table

b)

scale factor

c)

quantities

d)

unit rate

12.

A comparison of boys to girls in the class is a ratio of ______.

a)

part to part

b)

percent

c)

proportion

d)

product

13.

A comparsion of boys to total students in the class is a ratio that compares _____.

a)

part to whole.

b)

ratio

c)

sum

d)

difference

14.

When two ratios are equivalent

a)

proportion

b)

per/each

c)

product

d)

quotient

15.
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
16.
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
17.
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
18.
A rate is a ratio that compares 2 different_______________________________.
a)
people
b)
units/measurements
c)
fractions
d)
denominators
19.
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
20.
A unit rate is a ratio in fraction form that has a _____________________________ of 1.
a)
numerator
b)
bottom number
c)
fraction
d)
denominator
21.
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.
22.
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
23.
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
24.
What is A?
a)
84
b)
7
c)
28
d)
82
25.
I paid $15.00 for 6 gallons of gasoline.
What was the price PER gallon?
a)
$0.40
b)
$9.00
c)
$2.50
d)
$0.90
26.

What is the value of B in the ratio table?

a)

28

b)

70

c)

49

d)

56

27.

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)

1:3

c)

3:11

d)

3:10

28.

Mrs. Shelly paid $3 for 6 muffins and Mrs. Kloske paid $9 for 18 muffins.


Do these relationships form equivalent ratios?

a)

yes, equivalent

b)

no, not equivalent

29.

What is the value of C in the ratio table?

a)

72

b)

64

c)

96

d)

128

30.

The graph shows the cost of buying paint in 1-gallon buckets. Based on the graph, which dollar amount represents the cost to buy five 1-gallon buckets of paint?

a)

$120

b)

$125

c)

$130

d)

$135

31.

How many miles could the family travel

in a period of 12 hours?

a)

750 mi

b)

900 mi

c)

825 mi

d)

975 mi

32.
Which statement matches the graph?
a)
Taylor can write 6 words per minute
b)
Taylor can write 25 words per minute
c)
Taylor can write 50 words per minute
d)
Taylor can write 150 words per minute
33.
The __ - axis is vertical in the coordinate plane.
a)
X
b)
Y
c)
Z
d)
None of the above
34.
The __ - axis is the horizontal axis of the coordinate plane.  
a)
X
b)
Y
c)
Z
d)
None of the above
35.

What is the ratio of the line graph shown?

a)

4:1

b)

2:1

c)

3:2

d)

8:1

36.

Which of the following statements can be used to create the graph shown?

a)

For every 5 hours of work you get $6

b)

For every 24 hours of work you get $10

c)

For every 36 hours of work you get $50

d)

For every 6 hours of work you get $5

37.

Which points will be most convenient for calculating the unit rate?

a)

Red

b)

Orange

c)

Yellow

d)

Green

38.

What is the unit rate of this graph?

a)

75 beats/minute

b)

100 beats/minute

c)

150 beats/minute

d)

200 beats/minute

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