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Showing Results for rectangular fraction models

Help your students visualize rectangular prisms with this exercise. Students will practice modeling rectangular prisms and calculating the volume of each shape using the formula.

Modeling Rectangular Prisms 2

With this activity, students will model a rectangular prism and calculate its volume. Use this worksheet to introduce, reinforce, and review geometry skills like modeling and solving.

Modeling Rectangular Prisms

With a clear illustration and instructions, this exercise will teach students how to calculate the seemingly complex volume of a rectangular prism.


Volume of a Rectangular Prism 

Challenge your students with a real-world fraction multiplication problem!

A Fraction of a Wall

Calculate the area of rectangle spaces in this measurement and data worksheet!

Area of Rectangular Rooms

This worksheet teaches students to break down the area of a shape by using fractional units. Show your students how to represent area for rectangular shapes with fractional length sides.

Area Models in Fractional Units

With this worksheet, your students will calculate volumes of rectangular prisms.

Volume Calculations Introduction #1

Use this glossary with the EL Support Lesson: Area Models and Mixed Numbers.

Glossary: Area Models and Mixed Numbers

This introductory worksheet provides some support when calculating the volume of rectangular prisms.

Volume Calculations Introduction #2

Learn to multiply single-digit numbers using area models in this colorful worksheet!

Write Equations From Area Models: One-Digit Numbers

Use these vocabulary cards with the EL Support Lesson: Area Models and Mixed Numbers.

Vocabulary Cards: Area Models and Mixed Numbers

Help students visually represent multiplication with mixed numbers and whole numbers. Use this lesson as a standalone lesson, or as support for the lesson Multiplication of Mixed Numbers with Area Models.

Area Models and Mixed Numbers

Children practice seeing fractions as parts of a whole in this foundational geometry worksheet.

Fraction Fundamentals: Part of a Whole

Transfer student’s understanding of calculating the volume of rectangular prisms to calculating the volume of irregular shapes.

Irregular Volume Shapes

Kids practice calculating volume using mental math with this cootie catcher.

Calculate the Volume of Rectangular Prisms using Cootie Catchers

What makes this box perfect? Students will calculate the volume of the box, and other calculations using rectangular prisms.

Volume and Stacks

This printable offers a meaningful way to help students conceptualize the relationship between the volume of a rectangular prism and its side lengths.

Create Shapes and Find the Volume

Learners will find the volume of different rectangular prisms by counting up how many cubic units were used to make each figure.

What Do Cubes Have to Do With Volume?

Use sugar cubes, ice cubes or blocks to build each cube or rectangular prism. Then, count up the cubes and write down the volume.

Model Volume for Yourself!

Students are going to take a deeper dive into fractions in this unit! Learners will apply previous understanding of finding equivalent fractions, and converting between fractions and mixed numbers to work with fractions in more complex ways. Students will continue to use visual models to learn and practice adding, subtracting, multiplying and dividing fractions.

Fractions 4

Fractions can be challenging when taught in an abstract way. That’s why this unit invites learners to engage with fractions and mixed numbers in very visual and concrete ways using number lines, tape diagrams and area models. Students will learn different strategies to practice identifying and generating equivalent fractions.

Fractions 3

Calculating the volume of rectangular prisms is a new skill that is introduced in 5th grade. Students will apply mathematical formulas to find the volume of different kinds of figures and also determine the volume of a figure composed of two connected rectangular prisms. Learners will also work with other kinds of measurement when they make larger or smaller versions of figures (to scale) and learn to convert measurements.

Measurement 2

This worksheet will challenge students’ understanding of volume and the equation l x w x h = V. Then, once they solve the equation have them draw the 3-D objects. The objects will all be rectangular prisms.

Cubes and Volume

Students will begin to calculate volume of different rectangular prisms using base ten cubes and then transition to using the formula V = L x W x H. Students will then practice using the legendary fifth grade activity, Cootie Catchers. 


Calculating Volume Using the Formula (L x W x H)

Go to any length to test your students' understanding of perimeter calculations. Students will use their understanding of the perimeter of rectangular shapes to create rectangles that have different side measurements but equal perimeters.

Perfect Perimeter

Practice calculating perimeter with the placement of carnival-themed games with given rectangular dimensions. Your students will use grid paper to determine the location of all the games they choose to make the perfect carnival.

Perimeter of Play

Refresh students on the relationship between decimals and fractions when they multiply to find the area! They will find the area of a location in a picture by converting mixed numbers to a decimals and then using the area equation.

Area with Decimals and Fractions

Kids practice determining area and missing lengths and widths with these space-themed visual models. 

City Building: Missing Area Factor

Use this fun math resource with your students to integrate geometry and fractions. Your students will use hexagons to enhance their understanding of fractions by creating their own visuals.

Hexagon Fractions

Students who complete this exercise will understand how to scale up their newfound ability in multiplying fractions.


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English Language Support

Showing Results for rectangular fraction models