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Questions and Answers
To find the unit rate of 986 orders in 58 days, you need to calculate the number of ______ per day.
To find the unit rate of 986 orders in 58 days, you need to calculate the number of ______ per day.
orders
If someone does 432 sit-ups in 3 days, you can determine their daily workout ______ by finding the unit rate.
If someone does 432 sit-ups in 3 days, you can determine their daily workout ______ by finding the unit rate.
intensity
Traveling 360 kilometers in 4 days means calculating the ______ distance covered per day to find the unit rate.
Traveling 360 kilometers in 4 days means calculating the ______ distance covered per day to find the unit rate.
average
The unit rate of 240 kilometers in 3 hours represents the ______ at which the distance was covered per hour.
The unit rate of 240 kilometers in 3 hours represents the ______ at which the distance was covered per hour.
To determine how many books are read each year, we calculate the ______ rate, given 928 books in 29 years.
To determine how many books are read each year, we calculate the ______ rate, given 928 books in 29 years.
Flashcards
What is a unit rate?
What is a unit rate?
A rate where the denominator is 1. It tells you how much of one thing there is for each unit of another thing.
How do you calculate 'orders per day'?
How do you calculate 'orders per day'?
Divide the total number of orders by the number of days to find the number of orders per day.
How do you calculate 'sit-ups per day'?
How do you calculate 'sit-ups per day'?
Divide the total number of sit-ups by the number of days to find the number of sit-ups per day.
How do you calculate 'kilometers per day'?
How do you calculate 'kilometers per day'?
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How do you calculate 'kilometers per hour'?
How do you calculate 'kilometers per hour'?
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Study Notes
- The following are unit rate problems
Unit Rate Questions
- 986 orders in 58 days = 17 orders per day
- 432 sit-ups in 3 days = 144 sit-ups per day
- 360 kilometers in 4 days = 90 kilometers per day
- 240 kilometers in 3 hours = 80 kilometers per hour
- 928 books in 29 years = 32 books per year
- 350 plates in 14 stacks = 25 plates per stack
- 990 chairs in 11 rows = 90 chairs per row
- 488 meters in 2 minutes = 244 meters per minute
- 897 houses on 69 blocks = 13 houses per block
- 388 pages in 2 days = 194 pages per day
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Description
A unit rate expresses a quantity of one thing in terms of a single unit of another. Example unit rate problems are provided. These problems cover a variety of real-world scenarios.
