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Students will learn to convert metric units by applying concepts in word problems. Exercises and worksheets incorporate length (meters), and optional practice offers more instructions on mass (grams) and volume (liters).

Converting Metric Measurement in Word Problems

Let's better understand multiplication and division concepts! Use this lesson to help students understand inverse operations between multiplication and division.

Division and Multiplication Relationship

Prepositions are all around us. This teacher-approved lesson plan will help students identify prepositional phrases through a number of engaging reading exercises.

Prepositional Phrases

Discuss correct decimal placement using logical arguments and by multiplying whole numbers. Use this lesson as a standalone lesson or use it as support to the lesson Multiply Decimals.

Decimal Product Reasonableness

Area models are building blocks to more complicated multiplication and division. Use this lesson to refresh students on the relationship between multiplication and area to prepare them to use the area models strategy with larger numbers.

Area Models and Multiplication

Introduce your students to some of the major structural elements of poetry in this comprehensive lesson.


Elements of Poetry

Caring for the Earth is an important part of responsible decision-making and global citizenship. Through this lesson, students will strengthen their social and emotional learning skills by exploring how they can be a steward for the Earth. 

Caring for the Earth and Our Global Community

Introduce your students to divisibility rules with a lesson that encourages deep thinking and meaningful math talk between peers.

Divisibility Rules

Teach your students to multiply by multiples of 10, up to 1,000.

Multiply by 1,000

There’s more than one way to add and subtract mixed numbers! Use this witty lesson plan to teach your students to illustrate mixed number sums and difference while giggling with delight. 

Solving Mixed Number Word Problems Using the Three-Reads Strategy

Curiosity can be a powerful way to work with our judgments. In this lesson, students will explore curiosity and judgment. They'll participate in an outdoor activity to practice mindfulness of senses and attentiveness to the present moment.

Curiosity vs. Judgment

Your students will be at the top of the pack with this lesson that has them identify important information within a word problem.

Into the Wild: Multiplication Word Problems

Teach your students to use an area model to solve multiplication problems with mixed numbers.

Multiplication of Mixed Numbers with Area Models

Refresh students on the relationship between division, multiplication, and place value! They'll use the partial quotients method to solve division problems and discuss the process.

Partial Quotients Method

Challenge students to think about decimals while identifying numbers to the hundredths and thousandths. They'll discuss decimal attributes too. Use this lesson on its own or as support to the lesson Dividing Decimals: Estimation.

Dissecting Decimals

Challenge students to relate the multiplication of decimals to that of whole numbers. Have them justify their estimations in partners. Use this lesson on its own or use it as support to the lesson Multiply Decimals with Models.

Decimal Multiplication Estimations

In this great grammar lesson, students will learn to identify the independent and dependent clause in a complex sentence. Then, they will play a game of grammar-themed musical chairs!

Musical Chairs with Complex Sentences

In this lesson, your students will play with cards to practice giving fractions a new decimal name. They will be able to convert fractions to decimals by the end of this lesson.

What's in a Name? Fractions and Decimals

Use this lesson to increase your students’ understanding of math vocabulary by completing a Frayer Model. This model focuses on finding antonyms, synonyms, and meanings for the key vocabulary term.

Math Meanings with Synonyms & Antonyms

Put your school on the map! Students will have fun creating an atlas of their very own school that includes maps and reference details.

My School Atlas

Do you students know their place? Place values, that is. With activities covering the range of thousandths to ten millions, this comprehensive math lesson is sure to please young mathematicians.

Know Your Place Values

Children often wonder if algorithms are practical. Using this lesson plan, your students will see how the standard algorithm for adding mixed numbers brings life to real world real-world situations.

Word Problems: Adding Mixed Number Fractions

Activate your students' observational skills by having them analyze a chart of the powers of ten! Use this lesson on its own or as support to the lesson Powers of 10.

Powers of Ten Patterns

Take your understanding of factors one step further! Use this lesson to classify factors as prime and composite numbers while creating factor trees.

Prime and Composite Numbers

Make decimal comparisons! Your students will focus on comparing decimals and using necessary language to say their comparisons. Use this lesson by itself or use it as support for the Decimals, Decimals, Decimals lesson.

Decimal Comparisons

Build on students' understanding of the power of ten within multiplication to understand its effect within division. Use this as a standalone lesson or as support to the lesson Dividing Decimals by Powers of 10.

Divide by Powers of Ten

Your fourth graders will not only have fun creating and playing an equivalent fractions memory game in this interactive lesson, they will also become much stronger mathemeticians in the process. 

Equivalent Fractions Memory Game

Make a human number line! Teach your students how to order decimals and culminate with an engaging whole class activity.

Human Number Line

Cha-ching! Your students will take their new skills to the bank when you teach them to compare decimals using coins. This lesson plan focuses on comparing decimal numbers to the hundredths place. 

Take it to the Bank!

In this lesson, students use cubes to build arrays to represent factor pairs of numbers within 100. They use this understanding to identify multiples as well.

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