Students practice finding the surface area of a variety of square and triangular pyramids in this sixth- and seventh-grade geometry worksheet.

In this geometry worksheet for eighth graders, students review an example problem and then practice finding the volume of a variety of cylinders.

Practice using the Pythagorean theorem to find missing leg lengths and missing hypotenuse lengths on right triangles with this eighth-grade geometry worksheet!

Encourage your students to play math detectives by finding the missing base value in a series of obtuse triangles with this helpful geometry worksheet!

This eighth-grade geometry worksheet introduces students to the Triangle Angle Sum Theorem and has them practice finding a missing interior angle in a triangle.

Use this eighth-grade worksheet to practice identifying congruent figures and mapping them onto one another using transformations on a coordinate plane!

This eighth-grade geometry worksheet is a great way to give learners practice identifying and describing the transformations that map a figure onto another figure.

In this eighth-grade geometry worksheet, students learn about parallel lines cut by transversals and practice identifying different types of angle pairs using given diagrams.

Students use the scales and dimensions of given floor plans to answer questions about the actual areas of the rooms in this seventh-grade geometry worksheet.

Did you know that you can use the Pythagorean theorem to find the distance between two points on the coordinate plane? Try it out with this eighth-grade geometry worksheet! 

Students use the Triangle Angle-Sum Theorem to solve for the variable in triangles where two or more angle measures are linear algebraic expressions.

Know a good geometry detective? Challenge your student to use the formula for calculating the area of a triangle.

Give students a chance to apply their geometry learning to real-world scenarios with these surface area word problems!

Students use the Exterior Angle Theorem to solve for the variable in triangles where two or more angle measures are linear algebraic expressions.

Practice using the Pythagorean theorem to find the distance between points on a coordinate plane!

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!

Circle up—it’s time to calculate the radius of a circle based on its circumference!

Your child will determine the winner of each boxing match by figuring out which box has the most surface area.

It’s time to work out your quads—your quadrilaterals, that is!

Invite your learner to be a geometry detective as they find the missing base in a series of acute triangles! 

Introduce your students to the concept of surface area with this concrete teaching tool.

Students practice graphing images of figures after completing rotations of 90°, 180°, or 270° counterclockwise around the origin.

In Dilations on the Coordinate Plane, students will practice graphing images of figures after completing given dilations, all of which are centered at the origin.

Help Jameson plan his design for a quilting project in this coordinate plane performance task!

Show off your circle vocabulary knowledge with this fun geometry-themed crossword puzzle!

How much does your child know about triangles? Can they figure out the missing angle in each of these triangles?

Let’s crack the case of the missing quadrilateral measurement!