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Laminate this handy worksheet and use it as a hook when you discuss shape attributes with your early learners! It is a great way to provoke wonder and curiosity in geometry.

Here's a colorful set of tangram shapes that your child can use to create fun pictures. He can cut them by himself to create his very own tangram puzzle set.

Help your young mathematicians develop an understanding of spheres with this geometry resource. Students will seek to identify and count the three-dimensional shape using pictures of real-life objects.

Want to breathe a little color into your geometry lesson? Help students understand lines of symmetry by having them identify and decorate symmetrical butterflies. The end result will be beautiful!

Build your students' confidence in geometry by practicing shape identification, division, and measurement. Using this printable worksheet, children will draw lines on shapes to divide them into equal quarters.

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.

Hexagons make for funny faces! Help your students develop an understanding of this 2-D shape by differentiating them from other shapes and then turning them into silly hexagonal faces.

Spheres are all around us—basketballs, globes, even the planet Earth! Help your students develop an understanding of this 3-D shape by identifying spheres in pictures and in real life.

Spheres are all around! Use this exercise with your students to practice recognizing the characteristics of a sphere and finding real-life examples of the three-dimensional shape in a variety of settings.

Pentagons can turn into many things! Use this worksheet to help your students practice drawing pentagons by connecting the dots. Then let their imaginations run wild to bring their pentagons to life!

With this worksheet, your students will take their learning of centimeter cubes to a 2-D rendering of their work. Students will count the centimeter blocks to determine the volume of the solid object.

Can your third grader help the Mouse family find their new dream house? They'll find the total areas to determine which house has an area over 55 square feet.

Ready for your fifth graders to take their learning of cubic units to the next level? With this worksheet, students will count the stacked centimeter blocks to determine the volume of the solid object.

It's not everyday that you see shapes like these! This worksheet helps your third grader practice finding the area of compound shapes.

Get ready to slice up that pizza! This worksheet has multiple pizzas divided into fractions of fourths. Your students will choose the fraction term that matches the illustration to complete each sentence correctly.

What’s happening on the farm? Your little ones will have lots of fun trying to identify and color all the 3-D shapes in the picture. How many different shapes can you find?

Trapezoids are quadrilaterals with only one pair of parallel sides. This worksheet will help your students learn to identify and distinguish trapezoids from other two-dimensional shapes with the help of a word bank.

Pentagons are easy to spot—if you know what to look for! Help your students develop an understanding of this five-sided polygon and practice 2-D shape identification with this great geometry resource!

This is a great activity to assess your students’ understanding of geometry and fractions! Students will draw lines to divide various shapes into equal shares and then color in a portion to match the given fractions.

Triangles, trapezoids, rhombi...oh my! Identifying different shapes is an important milestone for young learners. Use this colorful activity to assess your first graders’ abilities to recognize and differentiate between 2-D shapes.

Let’s give them something to talk about! Use this resource with your students to facilitate meaningful interactions between partners by giving each one different pieces of necessary information to find the area of a shape.

Spheres are all around us—from home to school and in between! Have your students search for real-life spheres around them with this fun geometry activity that will deepen their understanding of this ubiquitous shape.

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.

If a shape can be folded in half so that the two halves match exactly, it’s symmetrical. Use this fun activity to help your students develop their understanding of symmetry by creating their own silly symmetrical animals!

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.

What makes a sphere unique compared to other shapes? Does it share any similarities? Use this resource with your young mathematicians to practice identifying the characteristics of this three-dimensional shape and comparing it to other shapes.

Have you ever shaken a present and tried to guess what might be inside? With this worksheet your students will calculate the volume of Christmas presents to make logical guesses as to what might fit inside the box.

Use this resource to help your students develop their understanding of trapezoids and other two-dimensional shapes. Students will compare the attributes of trapezoids to those of other plane figures, such as triangles and ovals, in this geometry activity.

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.

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.