Algebra 1 • Unit 2

Free Solving Equations Practice

Master linear equations with adaptive practice. Solve multi-step equations, handle variables on both sides, and apply equations to real problems.

Try 3 Problems Free

Try 3 Problems

See how RepsLearn works — no sign-up required

Multi-Step EquationsQuestion 1 of 3
Solve for x:

3(x + 4) = 21
AI TutorSign up free to unlock personalized help

Great effort!

0/3

Ready for more? Get unlimited practice with instant feedback and AI tutoring.

Start Practicing Free

Ready for unlimited equations practice?

Join thousands of students mastering Algebra 1 — completely free.

Create Free Account

Frequently Asked Questions

How do you solve multi-step equations?

Solve multi-step equations by: 1) Simplify each side (distribute, combine like terms), 2) Move variable terms to one side using inverse operations, 3) Move constant terms to the other side, 4) Divide by the coefficient to isolate the variable.

What if the variable is on both sides?

When the variable appears on both sides, add or subtract to get all variable terms on one side and all constants on the other. For example: 5x + 3 = 2x + 15 → subtract 2x → 3x + 3 = 15 → subtract 3 → 3x = 12 → x = 4.