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Showing Results for "scaling shapes to a whole number factor" : Page 9

Use this exercise with your students to build a foundational understanding of geometry. They will determine the area of shapes by counting the unit squares.

Area: Counting Unit Squares

Multiplying any number by 10, 100, or 1,000 will be easy for your third grader once they learn the trick! This worksheet will give them the knowledge they need to master this type of multiplication.

Multiplying by 10, 100, or 1,000!

Count up the shapes to solve each multiplication equation! This worksheet is a great way to help a visual learner nail down the concept of multiplication.

Picture Multiplication

Find the area in this fun math card game. You'll help your child start thinking in terms of units as you create shapes out of playing cards.

Find the Area

Geometry in third grade introduces kids to the idea that shapes have different categories (rectangles, rhombuses, etc..) attributes (four-sided, etc...) and areas of different values. This lesson, designed by our curriculum experts, provides the guided instruction and practice that third graders need to conceptualize shapes in a deeper way. For more practice, download and print the third grade geometry worksheets recommended as part of this lesson.

Geometry 5

Children discover useful and memorable strategies for solving multiplication problems with specific factors in this math worksheet.

Multiplication Strategies: 6, 7, 8, and 9

Reinforce your child&rsquo;s understanding of geometry and 2D shapes while learning about the artist Mary Blair and her amazing contributions to many loved movies, books, and characters throughout her career.

Make Art Like Mary Blair

With this worksheet, your third graders will learn a nifty trick about multiplying numbers by six. Any even number you multiply by six will be in the answer! For example, 6 x 2 = 12.

Multiplying by 6 Using Patterns

Multiplying by 3 is easier than multiplying by other numbers because of a certain pattern. When you multiply any number by 3, the digits of the answer must add up to a multiple of 3.

Multiplying by 3 Using Patterns

In this 3rd grade geometry worksheet, your child will practice identifying trapezoids among other shapes and will color them in to find a hidden word.

Identifying Trapezoids

This worksheet reviews the multiplication patterns for the numbers two, three, and five, and the division pattern for the number two. Once you students familiarize themselves with these patterns, these math problems will become a breeze!

Mixed Problems

Use this place value mat to represent tricky multi-digit numbers and solve more complex math problems! Laminate a set of Place Value Mats to support your students as they develop a strong number sense!

Place Value Mat: Three-Digit Numbers

The distributive property means you can multiply a sum or difference by multiplying each number separately and then adding or subtracting the products. This worksheet will help your kids apply this important concept and set them up for algebraic success!

Multiplication and the Distributive Property

This beautiful, colorful activity book offers a comprehensive overview of division basics and techniques. Add tools like skip-counting on a number line, repeated subtraction, fact families, arrays, and equal groups to your problem-solving arsenal. Be sure

Fundamentals of Division

What makes a hexagon a hexagon? How is it different from other polygons? This handy geometry resource with help your students to practice identifying the characteristics of a hexagon and comparing them to other two-dimensional shapes.

Characteristics of Hexagons

What makes a trapezoid unique? How is it different from a hexagon or a pentagon? Use this resource with your students to practice identifying the characteristics of a trapezoid and comparing them to other 2-D shapes.

Characteristics of Trapezoids

A key characteristic of trapezoids is that they have a set of parallel lines—lines that never intersect. Use this helpful geometry resource with your students to practice identifying parallel lines in trapezoids and comparing different 2-D shapes.

Trapezoids and Parallel Lines

What makes a cylinder a cylinder? How does it compare to a cube or cone? Use this great geometry resource with your students to practice identifying the characteristics of a cylinder and comparing them to other three-dimensional shapes.

Characteristics of Cylinders

In geometry, an angle is formed when two lines meet. Use this resource with your students to enhance their understanding of angles in polygons. Students will seek to identify and differentiate between right angles and other angles across various shapes.

Counting Angles

Use this geometry exercise with your third graders to practice recognizing the characteristics of a cylinder and finding real-life examples of the three-dimensional shape. For an added challenge, see just how many different shapes your students can name!

Cylinders in Different Settings

If students are missing one digit in a multiplication problem, this exercise will help them walk through any challenges.


One Digit Multiplication with Missing Factors

What makes a cone different from a cylinder or a cube? Use this helpful resource with your students to take their geometry skills to the next level as they practice identifying the characteristics of a cone and comparing them to other 3-D shapes.

Characteristics of Cones

Your students are on their way to mastering large number multiplication, so now it's time to step it up a notch! Challenge your students with this resource that requires them to solve multiplication word problems using the distributive property.

Distributive Property Words Problems

Players race to reach sunken treasure, honing their multiplication skills along the way.

Treasure Diving: Multiplication Facts and Missing Factors

Need a way to practice your kid's knowledge of shapes and units of measurement?  This printable will get them laughing as they show off how much they know.

More or Less?

This year, third graders will build a stronger understanding of division. This guided lesson uses the repeated subtraction strategy as a way of teaching division. The lesson shows how division problems can be solved by repeatedly subtracting the same number (the divisor). Not only does this help students solve division problems, but it also builds a conceptual understanding of division. For more practice, check out the suggested division worksheets.

Division 1

With this lesson, your students will see how the order of the factors does not affect the product in a multiplication expression. Use this on its own or alongside *You're On a Roll! Practicing Multiplication Facts.* 

Strategies to Make Multiplication a Breeze

This multiplication exercise will assess your students’ proficiency with fact fluency of factors up to 10.

Multiplication Facts Check-In

Practice your addition and multiplication skills in preparation for factoring equations using these baseball themed puzzles!

Pre-Algebra Puzzle #1

Use this multiplication exercise to assess your students&rsquo; proficiency with fact fluency of factors up to 10.

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Showing Results for "scaling shapes to a whole number factor" : Page 9