Systems of Equations: 1x - 1y = -4 and 2x + 1y = 7

In this Grade 8 lesson on Systems of Equations, you will practice solving problems like: "Solve the system: 1x - 1y = -4 and 2x + 1y = 7". Work through each problem carefully, use the hints if you need help, and check your answers. This builds your understanding of systems of equations step by step.

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Solve the system: 1x - 1y = -4 and 2x + 1y = 7

1Read the problem carefully: "Solve the system: 1x - 1y = -4 and 2x + 1y = 7"

Problem 1 of 5

1

Problem 1

Solve the system: 1x - 1y = -4 and 2x + 1y = 7

Problem 2 of 5

2

Problem 2

Solve the system: 4x + 1y = 6 and 1x - 2y = -3

Problem 3 of 5

3

Problem 3

Solve the system: 3x + 1y = 13 and 3x + 2y = 17

Problem 4 of 5

4

Problem 4

Solve the system: 1x - 3y = 12 and 4x - 1y = 4

Problem 5 of 5

5

Problem 5

Solve the system: 1x - 2y = -1 and 3x - 1y = -3

Nice work!

You got 0 of 5 right.

Next: Systems of Equations: 2x - 3y = 4 and 4x - 1y = 8 All lessons

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