Unit Rate Basics
Real-World Application
Finding Unit Rates
Comparing Rates
Rate Language
100

What is a unit rate?

A ratio that compares two quantities with different units where the denominator of the ratio is one.

100

If 5 apples cost $3, what is the cost per apple?

$1.60

100

How do you calculate the unit rate from 60 miles in 2 hours?

60miles/2 hours ---> divide both the numerator and denominator by 2 to find how many miles per 1 hour.

100

Which is a better deal:

4 pens for $2 or 7 pends for $3?

4 pens for $2

100

What does "per" mean when discussing rates?

indicates an amount for each unit

200


Give an example of a unit rate in everyday life.

Answers vary- teacher judgement

200

A car travels 150 miles on 5 gallons of gas. What is the miles per gallon?

30 miles per gallon

200

If you earn $120 for 15 hours of work, what is your hourly wage?

8 dollars per hour

200

If a car goes 180 miles in 3 hours, how does that compare to another that goes 240 miles in 4 hours?

They are the same miles per hour

200
Explain the term "ratio"

comparison of two quantities (a and b). Can be written 3 ways. 

300

What is the formula used to find a unit rate?

An item per one unit of another item; a rate with a denominator of one.

300

If a recipe requires 3 cups of flour for 4 batches, how much flour is needed per batch?

3/4 cup flour

300

Find the unit rate for 45 miles in 3 hours.

15 miles per hour

300

Which is a better deal: 5 pounds of bananas for $4 or 8 pounds for $6.

5 pounds for $4

300

What 3 ways can ratios be represented?

Can be written with a colon (a:b), in fraction form (a/b), using words (to or for every)

400

How is a unit rate different from a ratio?

a ratio is a comparison of two quantities, and a unit rate is an amount of an item (numerator) per 1 unit of another item (denominator).

400

If a school has 120 students and 5 teachers, what is the student-to-teacher ratio and the unit rate of students per teacher?

24 students per teacher

400

Calculate the unit rate for 100 miles in 2.5 hours.

40 miles in one hour

400

Determine which has a better unit rate: 6 pizzas for $30 or 10 pizzas for $50.

10 pizzas for $50

400

Provide an example of using rate language to describe a situation. 

teacher judgement

500

Why is it important to understand unit rates?

teacher discrepancy

500

If Joan bought 11 oz of blueberries for $5.50, and Josh bought 12 oz for $6.00, who paid the higher rate?

They paid the same

500

What is the unit rate for 90 yards in 3 minutes?

30 yard per minute

500

If one car gets 30 miles per gallon and another gets 25 miles per gallon, which is more efficient?

30 miles per gallon

500

Jason is driving across the country. For the first 3 hours he travels 60mph. For the next 2 hours he travels 72 mph. Assuming he has not stopped during his traveling, what is his average traveling speed in miles per hour?

64.8 miles per hour