Vocabulary
Ratios, Rates, and Unit Rates
Solving Proportions
Proportion Word Problems
100
A __________ is a comparison of two quantities by division.
Ratio
100
Yoshi’s yogurt contains 15 calories per ounce. How many calories are in an 8-ounce container of Yoshi’s yogurt?
120 calories
100

Solve.

m/30 = 28/40

m = 21

100

Isaac and his friends put up 4 tents in 60 minutes on a camping site. How long will it take to set up 5 tents?

75 minutes

200
Ratios that make the same comparison are ____________________.
equivalent ratios
200
Emily earns $7.50 per hour. How much does she earn in 3 hours?
$22.50
200

Solve.

8/15 = 15/u

u = 28.125

200

What is 93% of 600?

558

300
A __________ is a comparison of two quantities that have different units.
rate
300
An antelope can run 152.5 miles in 2.5 hours. What is average speed of the antelope?
61 miles/hour
300

Solve.

24/(v+1) = 4/8

v = 47

300

What percent of 28 is 24.5?

87.5 percent

400
_______________________ are rates in which the second quantity is 1.
Unit Rates
400

Bob and Marquis went on a trip. The first day, they drove 464 miles in 8 hours. What is their average speed for the first day of their trip?

58 mi/hr

400

Solve.

(x-3)/4 = x/2

x = -3

400

Alexa bought a pack of 12 cookies for $3.50 from the store. How many packs of cookies can she buy for $17.50?

5 packs of cookies

500

A ________________ is a statement that two ratios or rates are equivalent.

Proportion

500

A race car was attempting to set a record. The race car went 999 feet in 4.5 seconds. What is the average speed of the race car?

222 ft/sec

500

(d-5)/(d+4) = 2/3

d = 7

500

The ice cream shop sold 8 vanilla cones, 15 strawberry cones, and 25 chocolate cones in one evening. What percent of the cones sold were chocolate?

about 52 percent