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In this sightseeing-themed worksheet, learners will practice setting up and solving one-variable, two-step equations from word problems!

Practice using the Pythagorean theorem to find the missing leg or hypotenuse lengths of right triangles in this eighth-grade geometry worksheet!

Students practice finding the square roots of perfect squares and the cube roots of perfect cubes in this eighth-grade math worksheet!

Introduce eighth-grade math learners to linear and nonlinear functions and how to identify them with this two-page algebra worksheet!

In this eighth-grade algebra worksheet, Rate of Change: Tables, students gain practice finding the rate of change in tables of linear functions!

Geared toward eighth-grade math learners, this algebra worksheet gives students practice finding the number of solutions in a linear equation.

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!

Strengthen students' understanding of linear and nonlinear functions with this practice worksheet that displays functions in the form of tables!

In this eighth-grade math worksheet, learners will then get to practice constructing two-way frequency tables given written descriptions of real-world data.

Students build number sense while finding the probability of randomly selecting each digit in the first 100 digits of pi in this engaging math worksheet!

Use this algebra worksheet to give students practice graphing a system of linear equations to determine if there is one solution, no solution, or infinitely many solutions.

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 math worksheet, students will approximate square roots of non-perfect squares by finding the two whole numbers that the square root falls between.

Get ready to shoot for the moon and take your algebra skills to new heights with this moon-themed worksheet for seventh and eighth-grade students!

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.

Use this eighth-grade algebra worksheet to help students learn how to write an equation in slope-intercept form to represent the values in a table! 

Students write an equation in slope-intercept form that has the given slope and passes through the given point in this eighth-grade algebra worksheet.

Use this worksheet to help students review how to find the slope by calculating the rise over the run, or the change in y over the change in x.

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 will find the slope and y-intercept of the line that passes through given points and write an equation in slope-intercept form in this eighth-grade algebra worksheet!

In this eighth-grade algebra worksheet, students are given the y-intercept and a point from a linear function and asked to write an equation in slope-intercept form.

Show off what you know about absolute values and opposites in this Valentine’s Day-themed maze!

Students demonstrate their understanding of functions to complete this race-themed performance task!

Challenge your prowess with scientific notation in the trickiest of three eighth-grade worksheets!

In this performance task, students will transform Pedro's backyard by translating, rotating, reflecting, and dilating the objects to fit specific parameters.

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

Eighth graders will have an opportunity to practice converting between standard form and scientific notation.