Help your third-grader learn to recognize the identifying features of a polygon on this geometry worksheet.

Help your students determine if a shape is regular or irregular!

Help your students identify the differences between regular and irregular polygons!

In this activity, compare the volume of the container with the volume of its contents to calculate how much each can hold.

Use this resource with your students to have them analyze mathematical statements about polygons. They will decide if they are always, sometimes, or never true.

Kids practice finding area and perimeter with this worksheet.

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

Help your kid understand what one-fourth means with this introduction to fractions.

Brush up on the different types of polygons and what makes them unique!

Students will use what they know about area to multiply two-digit factors.

What does one semicircle, two parallelograms, three triangles and a rectangle add up to?

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.

Oh, what a mix-up! With this worksheet, your child matches mixed-up shapes together.

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

This worksheet challenges your kindergartener to identify shapes with the objects they resemble. What shape does a slice of pizza look like?

Is your fourth grader reluctant to practice geometry? This colorful worksheet, which explores obtuse triangles, may be just what he needs!

What is the name of this shape? Is it a parallelogram or square? Teach your students to classify two-dimensional shapes using a Venn diagram.

What shapes make up a rectangle and a hexagon? With your child, cut out smaller pieces and paste them together to make a bigger shape.

What makes a polygon? Get your child in gear for geometry with this shape-shifting worksheet! Color code these shapes to show which ones are polygons.

Evaluate the relative size of shapes and find out what you would need to multiply the dimensions of one shape by to get the dimensions of a similar shape!

In this 3rd grade geometry worksheet, your child will complete each polygon using a ruler, then identify what type of polygon it is.

Get your second graders ready for some fraction fun! This resource has circles that are divided in halves, thirds, and fourths. Your students will determine what fraction of the circle is shaded.

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!

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.

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.

Your first graders probably have squares and circles down, but what about trapezoids and ovals? Use this great geometry activity to assess your students’ abilities to recognize and draw 2-D shapes by their name alone.

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.

Write the missing values for the length, width, and height of each cube.

Once students understand angle basics, challenge them to find missing angles in this exercise!