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Grade 8 Algebra: Checking Solutions of Systems

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Level 2

Negatives and coefficients

  1. 1. Is the ordered pair a solution of the system:
    {2x+y=4x−y=5(3,−2)\begin{cases} 2x + y = 4 \\ x - y = 5 \end{cases}\quad (3, -2)
  2. 2. Is the ordered pair a solution of the system:
    {3x−y=7x+2y=0(2,−1)\begin{cases} 3x - y = 7 \\ x + 2y = 0 \end{cases}\quad (2, -1)
  3. 3. Is the ordered pair a solution of the system:
    {y=−x+1y=2x−5(2,−1)\begin{cases} y = -x + 1 \\ y = 2x - 5 \end{cases}\quad (2, -1)
  4. 4. Is the ordered pair a solution of the system:
    {2x+3y=1x−y=3(−1,1)\begin{cases} 2x + 3y = 1 \\ x - y = 3 \end{cases}\quad (-1, 1)
  5. 5. Is the ordered pair a solution of the system:
    {y=4x+3y=−x−2(−1,−1)\begin{cases} y = 4x + 3 \\ y = -x - 2 \end{cases}\quad (-1, -1)
  6. 6. Is the ordered pair a solution of the system:
    {4x−y=92x+y=3(1,−5)\begin{cases} 4x - y = 9 \\ 2x + y = 3 \end{cases}\quad (1, -5)
  7. 7. Is the ordered pair a solution of the system:
    {x+4y=−63x−y=8(2,−2)\begin{cases} x + 4y = -6 \\ 3x - y = 8 \end{cases}\quad (2, -2)
  8. 8. Is the ordered pair a solution of the system:
    {5x+2y=4x−y=−3(0,2)\begin{cases} 5x + 2y = 4 \\ x - y = -3 \end{cases}\quad (0, 2)