Grade 8hard
Simple Systems of Equations Practice
Practice solving simple systems of two linear equations. Use substitution or elimination to find the values of both variables.
Loading...
All 20 Practice Problems
Every question in this set. Solve them on paper, or use the interactive tool above for instant feedback and hints.
- 1.x + y = 10, x - y = 4. Find x.
- 2.x + y = 10, x - y = 4. Find y.
- 3.2x + y = 12, x = 4. Find y.
- 4.x + 2y = 14, y = 3. Find x.
- 5.x + y = 8, x - y = 2. Find x.
- 6.x + y = 8, x - y = 2. Find y.
- 7.3x + y = 19, x = 5. Find y.
- 8.x + 3y = 21, y = 6. Find x.
- 9.x + y = 15, 2x = 20. Find y.
- 10.x + y = 20, x = y. Find x.
- 11.2x + y = 16, x = 6. Find y.
- 12.x + 4y = 25, y = 5. Find x.
- 13.x + y = 12, x - y = 6. Find x.
- 14.x + y = 12, x - y = 6. Find y.
- 15.x + y = 18, y = 2x. Find x.
- 16.x + y = 18, y = 2x. Find y.
- 17.3x = 15, x + y = 9. Find y.
- 18.2y = 14, x + y = 11. Find x.
- 19.x + y = 25, x - y = 5. Find x.
- 20.x + y = 25, x - y = 5. Find y.
Show answer key
- 1.x + y = 10, x - y = 4. Find x. Answer: 7
- 2.x + y = 10, x - y = 4. Find y. Answer: 3
- 3.2x + y = 12, x = 4. Find y. Answer: 4
- 4.x + 2y = 14, y = 3. Find x. Answer: 8
- 5.x + y = 8, x - y = 2. Find x. Answer: 5
- 6.x + y = 8, x - y = 2. Find y. Answer: 3
- 7.3x + y = 19, x = 5. Find y. Answer: 4
- 8.x + 3y = 21, y = 6. Find x. Answer: 3
- 9.x + y = 15, 2x = 20. Find y. Answer: 5
- 10.x + y = 20, x = y. Find x. Answer: 10
- 11.2x + y = 16, x = 6. Find y. Answer: 4
- 12.x + 4y = 25, y = 5. Find x. Answer: 5
- 13.x + y = 12, x - y = 6. Find x. Answer: 9
- 14.x + y = 12, x - y = 6. Find y. Answer: 3
- 15.x + y = 18, y = 2x. Find x. Answer: 6
- 16.x + y = 18, y = 2x. Find y. Answer: 12
- 17.3x = 15, x + y = 9. Find y. Answer: 4
- 18.2y = 14, x + y = 11. Find x. Answer: 4
- 19.x + y = 25, x - y = 5. Find x. Answer: 15
- 20.x + y = 25, x - y = 5. Find y. Answer: 10
About This Practice
This practice set includes 20 systems of equations problems. Solving systems is essential for problems involving two unknowns.
Want more practice? See all Grade 8 practice →