Find y in a system by setting the expressions equal
Year 9 maths · Fieldbook Learning
Name ______________________ Date __________
Set the two expressions for y equal to each other and solve for x. Use x to find y.
- Solve the system: y = 2x − 5 and y = 5x − 14. What is the value of y?
- Solve the system: y = 5x − 20 and y = −x + 10. What is the value of y?
- Solve the system: y = 5x − 35 and y = 3x − 23. What is the value of y?
- Solve the system: y = −3x − 11 and y = 5x + 13. What is the value of y?
- Solve the system: y = 3x + 23 and y = −2x − 17. What is the value of y?
- Solve the system: y = −3x − 14 and y = x + 10. What is the value of y?
- Solve the system: y = −4x − 9 and y = x − 4. What is the value of y?
- Solve the system: y = −x − 10 and y = −5x − 42. What is the value of y?
- Solve the system: y = 4x + 6 and y = 6x + 4. What is the value of y?
- Solve the system: y = −7x − 16 and y = 6x + 23. What is the value of y?
- Solve the system: y = −x − 18 and y = −3x − 38. What is the value of y?
- Solve the system: y = −x − 3 and y = x − 13. What is the value of y?
- Solve the system: y = −x + 7 and y = −2x + 17. What is the value of y?
- Solve the system: y = −x − 11 and y = 2x + 16. What is the value of y?
- Solve the system: y = −5x + 28 and y = −3x + 18. What is the value of y?
- Solve the system: y = 4x + 9 and y = 7x + 15. What is the value of y?
- Solve the system: y = −3x + 3 and y = −8x − 7. What is the value of y?
- Solve the system: y = 6x − 45 and y = −6x + 75. What is the value of y?
- Solve the system: y = 4x + 29 and y = x + 8. What is the value of y?
- Solve the system: y = −2x − 3 and y = 5x + 60. What is the value of y?