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Unit rate math

Here you will learn about unit rate math problems, including the rates that involve whole numbers, decimals, integers, and fractions, and how to use unit rate math to make comparisons between rates.

Students will first learn about unit rate math problems as part of ratios and proportions in 6 th grade and 7 th grade.

What is unit rate math?

Unit rate math problems involve creating equivalent ratios where one part of the ratio is 1. A rate is a ratio comparison of different units that can be used to create different quantities.

For example,

The rate of 500 miles to 2 hours, can be used to create the unit rate of 250 miles per hour or mph. In this case, the original rate is 500\text{:}2 and the equivalent unit rate is 250\text{:}1.

Unit rates are also a key part of converting between different measurement systems.

The conversions 1 foot =12 inches or 100 centimeters =1 meter are examples of unit rates that can be used for problems involving measurement.

Let’s look at a few examples of solving unit rate math problems below.

A bag of 5 apples costs \$ 6.00. What is the price per apple?

Unit rate math Image 1 US

The original rate is 5 to \$ 6.00. To find the price per apple ( 1 apple), both sides of the rate are divided by 5, leaving the equivalent ratio 1 to \$ 1.20. Each apple costs \$ 1.20.

Unit rates can also be used to compare different quantities to decide things like, which rate is cheaper.

A grocery store sells 3 pounds of green apples for \$ 2.34 and 2 pounds of red apples for \$ 1.86. Which apples have the better unit price?

Unit price means the price per 1 unit. In this case, the units are pounds of apples.

Divide each side of the green apples rate by 3, to create a rate for 1 pound of green apples.

Unit rate math Image 2 US

Each pound of green apples costs \$ 0.78.

Divide each side of the red apples rate by 2, to create a rate for 1 pound of red apples.

Unit rate math Image 3 US

Each pound of red apples costs \$ 0.93.

The green apples have a better unit price, because they cost less per pound than the red apples.

What is unit rate math?

Common Core State Standards

How does this relate to 6 th grade math and 7 th grade math?

  • Grade 6 – Ratios and Proportional Relationships (6.RP.A.2) Understand the concept of a unit rate \cfrac{a}{b} associated with a ratio a\text{:}b with b ≠ 0, and use rate language in the context of a ratio relationship. For example, “This recipe has a ratio of 3 cups of flour to 4 cups of sugar, so there is \cfrac{3}{4} cup of flour for each cup of sugar.” “We paid \$ 75 for 15 hamburgers, which is a rate of \$ 5 per hamburger.”
  • Grade 6 – Ratios and Proportional Relationships (6.RP.A.3b) Solve unit rate problems including those involving unit pricing and constant speed. For example, if it took 7 hours to mow 4 lawns, then at that rate, how many lawns could be mowed in 35 hours? At what rate were lawns being mowed?
  • Grade 7 – Ratios and Proportional Relationships (7.RP.A.1) Compute unit rates associated with ratios of fractions, including ratios of lengths, areas and other quantities measured in like or different units. For example, if a person walks \cfrac{1}{2} mile in each \cfrac{1}{4} hour, compute the unit rate as the complex fraction \cfrac{\cfrac{1}{2}}{\cfrac{1}{4}} miles per hour, equivalently 2 miles per hour.

How to solve unit rate math problems

In order to solve unit rate math problems:

Write the original rate.

Use multiplication or division to create a unit rate.

Use the unit rate to answer the question.

[FREE] Ratio Check for Understanding Quiz (Grade 6 and 7)

[FREE] Ratio Check for Understanding Quiz (Grade 6 and 7)

Use this quiz to check your 6th and 7th grade students’ understanding of ratios. 10+ questions with answers covering a range of 6th and 7th grade ratio topics to identify areas of strength and support!

Unit rate math examples

Example 1: unit rate calculation – whole number.

6 snack bars cost \$ 18. If all the bars cost the same, what is the price per bar?

6 snack bars cost \ \$ 18 → 6 \text{:}\$ 18

2 Use multiplication or division to create a unit rate.

The price ‘per bar’ refers to 1 bar. Divide each side of the rate by 6, to create a rate for 1 bar.

Unit rate math Image 4 US

3 Use the unit rate to answer the question.

One bar costs \$ 3.

Example 2: unit rate calculation – decimal

A car travels 256 miles in 5 hours. If the car travels the same number of miles each hour, what is the miles per hour rate?

256 miles in 5 hours → 256\text{:}5

The miles ‘per hour’ refers to 1 hour. Divide each side of the rate by 5, to create a rate for 1 hour.

Unit rate math Image 5 US

The car travels 51.2 miles each hour.

Example 3: unit rate calculation – mixed number

A recipe calls for 3 cups of sugar and 4 cups of flour. What is the rate of cups of flour per cup of sugar?

3 cups of sugar and 4 cups of flour → 3\text{:}4

The cups of flour ‘per cup of sugar’ refers to 1 cup of sugar. Divide each side of the rate by 3, to create a rate for 1 cup of sugar.

Unit rate math Image 6 US

There are 1 \cfrac{1}{3} cups of flour for every cup of sugar.

Example 4: unit rate comparison – decimals

A grocery store sells 3 pounds of green grapes for \$ 3.72 and 4 pounds of purple grapes for \$ 4.80. Which has the better unit price?

3 pounds of green grapes for \$ 3.72 → 3\text{:}\$ 3.72

4 pounds of purple grapes for \$ 4.80 → 4\text{:}\$ 4.80

Unit price means the price per 1 unit. In this case, the units are pounds of grapes.

Divide each side of the green grapes rate by 3, to create a rate for 1 pound of green grapes.

Unit rate math Image 7 US

Divide each side of the purple grapes rate by 4, to create a rate for 1 pound of purple grapes.

Unit rate math Image 8 US

The green grapes cost \$ 1.24 per pound. The purple grapes cost \$ 1.20 per pound, which is less. The purple grapes have a better unit price.

Example 5: unit rate comparison – integers

Temperature gauge A changed by -49 degree in 7 hours. Temperature gauge B changed by -80 degrees in 10 hours. Which gauge showed a slower degree change in temperature per hour?

-49 degree in 7 hours → -49\text{:}7

-80 degrees in 10 hours → -80\text{:}10

The degree change in temperature ‘per hour’ refers to 1 hour. Divide each side of the gauge A rate by 7, to create a rate for 1 hour.

Unit rate math Image 9 US

Divide each side of the gauge B rate by 10, to create a rate for 1 hour.

Unit rate math Image 10 US

Gauge A dropped 7 degrees each hour. Gauge B dropped 8 degrees each hour.

Gauge A had a slower degree change per hour.

Example 6: unit rate calculation – fractions

Kai walks 1 \cfrac{1}{2} miles in \cfrac{3}{4} of an hour. If his rate is steady, how many miles does Kai walk in 1 hour?

1 \cfrac{1}{2} miles in \cfrac{3}{4} of an hour → 1 \cfrac{1}{2}\text{:}\cfrac{3}{4}

To create the rate for 1 hour, you need to go from \cfrac{3}{4} to 1. This can be done with division or multiplication:

Unit rate math Image 11 US

See also: Multiplying fractions

Unit rate math Image 12 US

See also: Dividing fractions

Kai walks 2 miles in 1 hour.

Example 7: unit rate comparison – fractions

A sink leaks \cfrac{1}{3} of a cup of water every 5 minutes. A shower leaks \cfrac{2}{5} of a cup of water every 8 minutes. Which leaks faster per minute?

\cfrac{1}{3} of a cup every 5 minutes → \cfrac{1}{3}\text{:}5

\cfrac{2}{5} of a cup every 8 minutes → \cfrac{2}{5}\text{:}8

The leak rate ‘per minute’ refers to 1 minute. Divide each side of the sink rate by 5, to create a rate for 1 minute.

Unit rate math Image 13 US

*Note: You can also multiply each side by \cfrac{1}{5}.

Multiply each side of the shower rate by \cfrac{1}{8}, to create a rate for 1 minute.

Unit rate math Image 14 US

*Note: You can also divide each side by 8.

The sink leaks \cfrac{1}{15} of a cup per minute. The shower leaks \cfrac{1}{20} of a cup per minute.

The sink has a faster leak rate per minute.

Teaching tips for unit rate math

  • The topic unit rate has endless real-world connections, so it is easy to introduce it through a relevant example and continue to bring in new real world examples as students progress in their understanding.
  • Worksheets can be useful, but be sure to include worksheets that include word problems and a variety of solving strategies.
  • Students who are struggling may find a step-by-step guide helpful, like the one provided on this page.

Easy mistakes to make

  • Calculating the wrong unit rate For example, if 10 tennis balls cost \$ 5, the price per ball would be \$ 5 \div 10=\$ 0.50. An alternative would be to calculate 10 \div 5=2, which is the number of balls per dollar. Each solving method is correct, but they solve for different unit rates. Always pay attention to which unit rate you are being asked to find.
  • Adding and subtracting to find a unit rate Ratios and rates represent a multiplicative relationship, so multiplication or division can be used to calculate equivalent rates. Adding or subtracting will lead to the incorrect unit rate.

Related ratio lessons

  • Simplifying ratios
  • How to write a ratio
  • Ratio to percent
  • Ratio to fraction
  • How to calculate exchange rates
  • Ratio problem solving

Practice unit rate math questions

1. A grocery store is selling 8 watermelons for \$ 16. What is the per price watermelon?

GCSE Quiz True

8 watermelons cost \$ 16 → 8\text{:}\$ 16

The price ‘per watermelon’ refers to 1 watermelon. Divide each side of the rate by 8, to create a rate for 1 watermelon.

Unit rate math Image 15 US

One watermelon costs \$ 2.

2. A boat travels 58 miles in 3 hours. If the boat drove a consistent speed, how many miles did it travel per hour?

19 \cfrac{1}{3} miles

18 \cfrac{2}{3} miles

58 miles in 3 hours → 58\text{:}3

The miles ‘per hour’ refers to 1 hour. Divide each side of the rate by 3, to create a rate for 1 hour.

Unit rate math Image 16 US

The boat travels 19 \cfrac{1}{3} miles per hour.

3. A pizza shop has 3 different offers. Which one is the cheapest per pizza?

Offer \textbf{A} \hspace{1cm} Offer \textbf{B} \hspace{1cm}   Offer \textbf{C}  

3 pizzas \hspace{1cm} 5 pizzas \hspace{1cm} 15 pizzas

\$ 24 \hspace{1.5cm} \$ 35 \hspace{1.6cm} \$ 135

All offers are the same price per pizza

Offer A : 3 pizzas for \$ 24 → 3\text{:}\$ 24

Unit rate math Image 17 US

Each pizza in Offer A costs \$ 8.

Offer B : 5 pizzas for \$ 35 → 5\text{:}\$ 35

Unit rate math Image 18 US

Each pizza in Offer B costs \$ 7.

Offer C : 15 pizzas for \$ 135 → 15\text{:}\$ 135

Unit rate math Image 19 US

Each pizza in Offer C costs \$ 9.

Offer B has the cheapest cost per pizza.

4. A shop is selling the same pens in two different packs.

Which pack is better value for money and how much cheaper is it per pen?

Pack \textbf{A} : 2 pens cost \$ 3.20

Pack \textbf{B} : 3 pens cost \$ 4.65

Pack A ; it is \$ 0.05 cheaper per pen

Pack B ; it is \$ 0.50 cheaper per pen

Pack A ; it is \$ 0.50 cheaper per pen

Pack B ; it is \$ 0.05 cheaper per pen

Pack A : 2 pens for \$ 3.20 → 2\text{:}\$ 3.20

Unit rate math Image 20 US

Each pen in Pack A costs \$ 1.60.

Pack B : 3 pens for \$ 4.65 → 3\text{:}\$ 4.65

Unit rate math Image 21 US

Each pen in Pack B costs \$ 1.55.

\$1.60-\$1.55 = \$0.05.

Pack B costs \$ 0.05 cheaper than Pack A.

5. \cfrac{2}{3} of an ounce of water evaporates every \cfrac{3}{5} of a second. What is the rate of evaporation per second?

2 ounces per second

\cfrac{9}{10} ounces per second

1 \cfrac{1}{9} ounces per second

\cfrac{2}{5} ounces per second

\cfrac{2}{3} of an ounce of water every \cfrac{3}{5} of a second → \cfrac{2}{3}\text{:} \cfrac{3}{5}.

The rate ‘per second’ refers to 1 second. Divide each side of the rate by \cfrac{3}{5}, to create a rate for 1 second.

Unit rate math Image 22 US

*Note: You can also multiply each side by \cfrac{5}{3}.

1 \cfrac{1}{9} ounces of water evaporates every second.

6. Machine A creates \cfrac{2}{3} of a blanket every 3 minutes. Machine B creates \cfrac{2}{5} of a blanket every 5 minutes. What is the rate of minutes per sweater for the fastest machine?

11 minutes on Machine B

2 minutes on Machine A

4 \cfrac{1}{2} minutes on Machine A

12 \cfrac{1}{2} minutes on Machine B

Machine A : \cfrac{2}{3} of a blanket every 3 minutes → \cfrac{2}{3}\text{:} 3

Machine B : \cfrac{2}{5} of a blanket every 5 minutes → \cfrac{2}{5}\text{:} 5

Divide each side of the Machine A rate by \cfrac{2}{3}, to create a rate for 1 minute.

Unit rate math Image 23 US

*Note: You can also multiply each side by \cfrac{3}{2}.

Machine A makes one sweater in 4 \cfrac{1}{2} minutes.

Divide each side of the Machine B rate by \cfrac{2}{5}, to create a rate for 1 minute.

Unit rate math Image 24 US

*Note: You can also multiply each side by \cfrac{5}{2}.

Machine B makes one sweater in 12 \cfrac{1}{2} minutes.

Unit rate math FAQs

In middle school, solving unit rate begins with rates involving whole numbers. This sometimes leads to fractional unit rates, but not always (as shown in examples 1\text{-}3 on this page). Then the topic progresses to include rates with rational numbers, including rates with the original number of units as decimals, integers and fractions. Working with these rates requires solving rational operations to calculate the unit rate (as shown in examples 4\text{-}8 on this page).

Yes, the numerator would represent the unit rate and denominator would be 1.

When working with linear graphs in pre-algebra, the unit rate is the slope of a line.

The next lessons are

  • Multiplication and division
  • Properties of equality

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Lesson 3 Convert Unit Rates

Lesson 3 Convert Unit Rates - Displaying top 8 worksheets found for this concept.

Some of the worksheets for this concept are Converting units of measure, Mathematicsgrade 6 unit 3 rates and ratios, Convert unit rates dimensional analysis, Grades mmaise salt lake city, Ratios rates unit rates, Lesson 23 problem solving using rates unit rates and, Name date, Lesson 11 measurement and units of measure.

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1. Converting Units of Measure -

2. mathematics/grade 6 unit 3: rates and ratios, 3. convert unit rates dimensional analysis, 4. grades (mmaise), salt lake city, usa., 5. ratios, rates & unit rates -, 6. lesson 23: problem solving using rates, unit rates, and ..., 7. name date, 8. lesson 11: measurement and units of measure.

Curriculum  /  Math  /  6th Grade  /  Unit 2: Unit Rates and Percent  /  Lesson 4

Unit Rates and Percent

Lesson 4 of 14

Criteria for Success

Tips for teachers, anchor problems, problem set, target task, additional practice.

Compare situations using unit rates, including speed, price, and work problems.

Common Core Standards

Core standards.

The core standards covered in this lesson

Ratios and Proportional Relationships

6.RP.A.3.B — Solve unit rate problems including those involving unit pricing and constant speed. For example, if it took 7 hours to mow 4 lawns, then at that rate, how many lawns could be mowed in 35 hours? At what rate were lawns being mowed?

The essential concepts students need to demonstrate or understand to achieve the lesson objective

  • Understand that in order to compare two rates, one value must be consistent between the items being compared.
  • Use the unit rate as a strategy to compare situations.
  • Find and interpret the unit rate to understand what it reveals about a situation.
  • Justify choices or decisions between options using sufficient numerical support such as unit rate (MP.3).

Suggestions for teachers to help them teach this lesson

  • In terms of pacing, this lesson may need to be extended over more than one day depending on the amount of practice and/or exposure to different variations of problems students need. There are several resources listed in the Problem Set Guidance that can be used for independent or small-group practice. 
  • Remind students how they compared situations in Unit 1 using ratio tables and double number lines, finding a common value between the situations and reasoning about the other values.

Lesson Materials

  • Calculators (1 per student) — See note from lesson 1.

Unlock features to optimize your prep time, plan engaging lessons, and monitor student progress.

Problems designed to teach key points of the lesson and guiding questions to help draw out student understanding

Would you rather buy one 5-pound jug of honey for $15.35, or three 1.5-pound bottles of honey for $14.39? Justify your answer. 

lesson 3 problem solving practice convert unit rates

Guiding Questions

Would You Rather 48 by John Stevens is made available on  Would You Rather  under a  CC BY-NC 4.0  license. Accessed on Jan. 17, 2019, 11:12 a.m..

Yaritza and Eddy race to school on their bikes. Eddy bikes 2 miles in 12 minutes, and Yaritza bikes 3 miles in 15 minutes. Who is going faster?

A set of suggested resources or problem types that teachers can turn into a problem set

Give your students more opportunities to practice the skills in this lesson with a downloadable problem set aligned to the daily objective.

A task that represents the peak thinking of the lesson - mastery will indicate whether or not objective was achieved

Jack and Priya are setting up folding chairs for their school’s weekly Community Meeting. Jack can unfold and set up 55 chairs in 20 minutes. Priya can unfold and set up 44 chairs in 15 minutes. Who works at the faster rate? Justify your answer.

Student Response

An example response to the Target Task at the level of detail expected of the students.

The following resources include problems and activities aligned to the objective of the lesson that can be used for additional practice or to create your own problem set.

  • EngageNY Mathematics Grade 6 Mathematics > Module 1 > Topic C > Lesson 23 — Examples and Problem Set
  • EngageNY Mathematics Grade 6 Mathematics > Module 1 > Topic C > Lesson 16 — Problem Set
  • EngageNY Mathematics Grade 6 Mathematics > Module 1 > Topic C > Lesson 20 — Exploratory Challenge and Problem Set; Do not include problems that have equations or coordinate planes, as those have not yet been covered.
  • Illustrative Mathematics Ticket Booth
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  • Yummy Math How Much Does a Lego Cost?
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  • Open Up Resources Grade 6 Unit 3 Lesson 2

Topic A: Defining Rate & Solving Rate Problems

Investigate and use rate in real-world situations.

6.RP.A.3 6.RP.A.3.B

Define rate and unit rate, and find rates from situations involving ratios. 

6.RP.A.2 6.RP.A.3.B

Find unit rates and use them to solve problems.

Solve challenging problems involving unit rate.

6.RP.A.2 6.RP.A.3 6.RP.A.3.B

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Topic B: Measurement Unit Conversions

Reason with measurement units and solve unit conversion problems using different strategies.

Solve measurement unit conversion problems.

Topic C: Percent

Define percent as a rate per 100. Find percentages of 100 and 1.

Solve percent problems using benchmark fractions and percentages, with and without written work.

Convert between fractions, percent, and decimals.

Find a percent of a quantity. 

Find the whole quantity, given a part and percent.

Solve percent problems, including finding percent when given a part and a whole. 

Solve multi-step problems involving rate and percent.

6.RP.A.2 6.RP.A.3 6.RP.A.3.C 6.RP.A.3.D

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lesson 3 problem solving practice convert unit rates

Free Printable Unit Rates worksheets

Math Unit Rates: Discover a collection of free printable worksheets to help students master the concept of unit rates, enhance problem-solving skills, and improve their mathematical understanding.

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Unit Rates worksheets are an essential tool for teachers looking to help their students master the critical math concepts of percents, ratios, and rates. These worksheets provide a variety of problems and scenarios that challenge students to apply their understanding of ratios and rates to real-world situations. By working through these problems, students will develop a strong foundation in these essential math skills, enabling them to tackle more complex problems with confidence. Teachers can use these worksheets to supplement their lesson plans, provide extra practice for struggling students, or as a form of assessment to gauge student progress. With a wide range of problems and difficulty levels, Unit Rates worksheets are a valuable resource for any math teacher looking to help their students excel in percents, ratios, and rates.

Quizizz is an innovative platform that offers a variety of resources for teachers, including engaging Unit Rates worksheets that cover essential math concepts such as percents, ratios, and rates. In addition to these worksheets, Quizizz also provides interactive quizzes, games, and other learning tools that can be easily integrated into lesson plans or used as standalone activities. By incorporating Quizizz into their teaching strategies, teachers can create a dynamic and interactive learning environment that keeps students engaged and motivated. The platform also offers valuable analytics and reporting features, allowing teachers to track student progress and identify areas where additional support may be needed. With Quizizz, teachers have access to a wealth of resources that can help their students master the critical math skills of ratios and rates, setting them up for success in their academic journey.

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Lesson 3 Homework Practice Convet Unit Rates

Displaying top 8 worksheets found for - Lesson 3 Homework Practice Convet Unit Rates .

Some of the worksheets for this concept are , Ratios and unit rates work answer key rate this, Unit a homework helper answer key, Converting units of measure, Lesson 4 ratios and unit rates objective, Homework practice and problem solving practice workbook, Lesson 4 problem solving solving word problems using unit, Homework practice and problem solving practice workbook.

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1. connectED.mcgraw-hill

2. ratios and unit rates worksheet answer key rate this, 3. unit a homework helper answer key -, 4. converting units of measure -, 5. lesson 4: ratios and unit rates [objective, 6. homework practice and problem-solving practice workbook, 7. lesson 4 problem solving: solving word problems using unit ..., 8. homework practice and problem-solving practice workbook.

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  1. Solved Lesson 3 Homework Practice Convert Unit Rates Convert

    You'll get a detailed solution from a subject matter expert that helps you learn core concepts. Question: Lesson 3 Homework Practice Convert Unit Rates Convert each rate. Round to the nearest hundredth if necessary. ft/h 1. 345 ft/min ft/s 2. 64 mi/h 3. 17 cm/min m/h 4. 815 gal/h qt/sec 5. 39 ft/min yd/s 6. 6,000 lb/day T/wk 7. 110 mi/h = mi ...

  2. PDF 6.RP.2, 6.RP.3.b Solving Unit Rate Problems

    Solving Unit Rate Problems 6.RP.2, 6.RP.3.b LESSON 3 A rate is a comparison, or ratio, of two quantities with different units. For example, a store sells 3 T-shirts for $15. The comparison $15 to 3 T-shirts is a rate. This rate can also be written as $15 _____ 3 T-shirts.

  3. Unit Rates

    Welcome to Unit Rates with Mr. J! Need help with how to solve unit rate problems? You're in the right place!Whether you're just starting out, or need a quick...

  4. Unit rates (practice)

    Do 7 problems. Learn for free about math, art, computer programming, economics, physics, chemistry, biology, medicine, finance, history, and more. Khan Academy is a nonprofit with the mission of providing a free, world-class education for anyone, anywhere.

  5. Unit rates and percentages

    Lesson 4: Converting units. Learn. Ratios and measurement ... (Opens a modal) Practice. Comparing rates Get 3 of 4 questions to level up! Lesson 6: Interpreting ratios. Learn. Solving unit rate problem (Opens a modal) Lesson 9: Solving rate problems. Learn. Rate review (Opens a modal) Quiz 1. Level up on the above skills and collect up to 160 ...

  6. PDF Problem Solving Practice Convert Unit Rates

    Lesson 3 Problem-Solving Practice Convert Unit Rates DRIVES Use the table for Exercises 1-2. The table shows the average speeds for drives to the beach. 6 Course 2 • Chapter 1 Ratios and Proportional Reasoning

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    Lesson 3: Convert Unit Rates  <<<<Daily Lesson Rewind>>>> ... File Type: pdf: Download File. homework_practice_convert_unit_rates_answers.pdf: File Size: 381 kb: File Type: pdf: Download File. Interactive Self-Check Quiz. Reteach Documents: See it again for the first time! reteach_convert_unit_rates_1.pdf: File Size: 130 kb:

  8. Unit conversion

    In this lesson, we'll practice converting between units in a variety of scenarios. Note: You'll be expected to know the unit equivalencies for time and for metric units of mass, distance, and volume. All other unit equivalencies will be provided for you. You can learn anything. Let's do this! How do we convert between units?

  9. PDF Lesson 3 Problem-Solving Practice

    Lesson 3 Problem-Solving Practice Convert Unit Rates DRIVESUse the table for Questions1-2. The table shows the average speedsfor drives to the beach. 1. Find Luke's average speed in meters per hour. 2. List the names and corresponding speeds from least to greatest in miles per hour. (Hint: 1 mile ≈ 1,610 meters) 3.

  10. Unit Rate Math

    1. A rate is a ratio comparison of different units that can be used to create different quantities. For example, The rate of 500 500 miles to 2 2 hours, can be used to create the unit rate of 250 250 miles per hour or mph. In this case, the original rate is 500\text {:}2 500:2 and the equivalent unit rate is 250\text {:}1. 250:1.

  11. Lesson 3 Convert Unit Rates Worksheets

    Lesson 3 Convert Unit Rates - Displaying top 8 worksheets found for this concept. Some of the worksheets for this concept are Converting units of measure, Mathematicsgrade 6 unit 3 rates and ratios, Convert unit rates dimensional analysis, Grades mmaise salt lake city, Ratios rates unit rates, Lesson 23 problem solving using rates unit rates ...

  12. DOCX 169_186_CC_A_RSPC1_C12_662330.indd

    Lesson 3 Problem-Solving Practice Convert Unit Rates DRIVES Use the table for Exercises 1-2. The table shows the average speeds for drives to the beach. Average Speeds Name Speed Julie 62 miles per hour Manalo 311,520 feet per hour LeShawn 1,448 meters per minute 1. Find LeShawn's average speed in meters per hour. 2.

  13. Lesson 3: Convert Unit Rates

    Lesson 3: Convert Unit Rates. Remember: a unit ratio is a ratio in which the denominator is 1 unit! Dimenional analysis is the process of including units of meansurements as factors when you compute. Subpages (6): Class Notes Do Now Exit Pass Independent Practice Interactive Quiz Review Video Tutorials.

  14. Free Printable Unit Rates Worksheets for 7th Grade

    Lesson 1.3 - Converting Unit Rates 12 Q. 7th Unit Rates with Fractions 20 Q. 7th Proportions/Unit Rates 10 Q. 7th ... teachers can effectively teach Ratios and Rates concepts while also reinforcing the importance of problem-solving skills. With a wide range of exercises and examples, these worksheets are designed to cater to the diverse ...

  15. PDF Lesson 3 Problem-Solving Practice

    Lesson 3 Problem-Solving Practice Convert Unit Rates DRIVES Use the table for Exercises 1-2. The table shows the average speeds for drives to the beach. 1. Find LeShawn's average speed in meters per hour. 2. List the names and corresponding speeds from least to greatest in miles per hour. (Hint: 1 mile ≈ 1,610 meters) 3.

  16. Lesson 4

    6.RP.A.3.B — Solve unit rate problems including those involving unit pricing and constant speed. ... Give your students more opportunities to practice the skills in this lesson with a downloadable problem set aligned to the daily objective. ... Reason with measurement units and solve unit conversion problems using different strategies. 6.RP.A ...

  17. 50+ Unit Rates worksheets on Quizizz

    Math Unit Rates: Discover a collection of free printable worksheets to help students master the concept of unit rates, enhance problem-solving skills, and improve their mathematical understanding. Unit Rates Unit Rates 15 Q 6th Rates and Unit Rates 16 Q 5th - 6th Finding unit rates 15 Q 6th Unit Rates 12 Q KG - Uni Convert Unit Rates 10 Q 7th - 8th

  18. Quiz & Worksheet

    How to Convert Rate Units in the English System of Measurement - Quiz & Worksheet. Choose an answer and hit 'next'. You will receive your score and answers at the end. Mark's goal is to run 50 ...

  19. Ratios, rates, and proportions

    The ratio of sugar to flour must be 1: 3. ‍. to match the recipe. The ratio of sugar to flour in our batch can be written as x: 9. ‍. . To determine how much sugar we need, we can set up the proportion 1 3 = x 9 and solve for x : 1 3 ⋅ 9 = x 9 ⋅ 9 3 = x. We need 3 cups of sugar.

  20. Lesson 3 Skills Practice Convert Unit Rates

    Worksheets are Converting units of measure, Name date period lesson 3 skills practice, Ratios and unit rates work answer key rate this, Name date, Lesson 11 measurement and units of measure, Practice your skills with answers, Chapter 1 extra practice answers, Gr6 8 savvy shopping unit pricing work student version.

  21. Problem Solving Practice Rates.docx

    NAME _ DATE_ PERIOD _ Lesson 3 Problem-Solving Practice Rates For Exercises 1 and 2, use the table. It shows the. AI Homework Help. Expert Help. Study Resources. ... C1L3 Problem_Solving_Practice_Convert_Unit_Rates.docx. Solutions Available. Brooklyn College, CUNY. MATH 304. Student Arissa Sanders - 5.2 PPS.pdf. Solutions Available.

  22. Lesson 3 Extra Practice Convert Unit Rates( Number and

    Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License . Lesson 23: Problem Solving Using Rates, Unit Rates, and. Conversions. Student ... If I can cut 3 lawns in 5 hours, that equals. 3. 5 lawns in one hour. If a calculator is us

  23. Lesson 3 Homework Practice Convet Unit Rates

    Displaying top 8 worksheets found for - Lesson 3 Homework Practice Convet Unit Rates. Some of the worksheets for this concept are , Ratios and unit rates work answer key rate this, Unit a homework helper answer key, Converting units of measure, Lesson 4 ratios and unit rates objective, Homework practice and problem solving practice workbook, Lesson 4 problem solving solving word problems using ...