https://file.aiquickdraw.com/mathbot/file/1727378450889w23wn5ec.jpg

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:
1. **60 miles per hour** – This is a unit rate because it's per one hour.
2. **168 hours in 7 days** – This is **not a unit rate** because it's per 7 days, not per one day.
3. **34 miles for each gallon** – This is a unit rate because it's per one gallon.
4. **$15 for 2 DVDs** – This is **not a unit rate** because it's for 2 DVDs, not one.
5. **$8 for every hour** – This is a unit rate because it's per one hour.
6. **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:

1. How do you calculate a unit rate from a given ratio?
2. What are some examples of unit rates in real-life situations?
3. How do unit rates help in comparing quantities?
4. How can you convert a non-unit rate to a unit rate?
5. 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).

Drag each rate into the box labeled Unit Rate or Not Unit Rate.

Learn how to classify rates as unit rates or not unit rates. This exercise helps students understand the concept of unit rates in practical scenarios, such as miles per hour and words per minute. Suitable for Grades 5-7.

Math Problem Statement

Solution

Ask a new question for Free

By Image

Math Problem Analysis

Mathematical Concepts

Formulas

Theorems

Suitable Grade Level

Related Recommendation