Math Problem Statement
Drag each rate into the box labeled Unit Rate or Not Unit Rate.
Solution
Let's break down the problem by identifying whether each rate is a "Unit Rate" or "Not a Unit Rate."
A unit rate is a ratio where the denominator is 1, typically expressed as something per 1 unit of measure.
Analysis of Each Rate:
- 60 miles per hour – This is a unit rate because it's per one hour.
- 168 hours in 7 days – This is not a unit rate because it's per 7 days, not per one day.
- 34 miles for each gallon – This is a unit rate because it's per one gallon.
- $15 for 2 DVDs – This is not a unit rate because it's for 2 DVDs, not one.
- $8 for every hour – This is a unit rate because it's per one hour.
- 22 words per minute – This is a unit rate because it's per one minute.
Final Classification:
Unit Rate:
- 60 miles per hour
- 34 miles for each gallon
- $8 for every hour
- 22 words per minute
Not a Unit Rate:
- 168 hours in 7 days
- $15 for 2 DVDs
Would you like further explanation or details on any part of this? Here are some related questions:
- How do you calculate a unit rate from a given ratio?
- What are some examples of unit rates in real-life situations?
- How do unit rates help in comparing quantities?
- How can you convert a non-unit rate to a unit rate?
- How are unit rates used in speed, price, or efficiency calculations?
Tip: To identify a unit rate, look for how much of one thing there is per 1 unit of another (e.g., per 1 hour, per 1 gallon).
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Math Problem Analysis
Mathematical Concepts
Unit Rates
Ratios
Formulas
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Theorems
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Suitable Grade Level
Grades 5-7