# Graph Equations In Two Variables: Question Preview (ID: 4663)

### Below is a preview of the questions contained within the game titled GRAPH EQUATIONS IN TWO VARIABLES: Students Will Solve For Y And Determine If An Ordered Pair Is A Solution To The Equations. To play games using this data set, follow the directions below. Good luck and have fun. Enjoy! [print these questions]

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Which ordered pair is a solution of 3x - y = 7? |
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a) (3, 4) | b) (1, -4) | c) (5, -3) | d) (-1, - 2) | |

The result for solving for y in 10x + 5y = 20 |
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a) y = 2x + 4 | b) y = -2x + 4 | c) y = 2x - 4 | d) y = 2x + (-4) | |

Which ordered pair is a solution of 6x + 3y = 18? |
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a) (-2, -10) | b) (2, 10) | c) (-2, 10) | d) (10, -2) | |

How many solutions exist for the equation y = 3x - 4? |
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a) none | b) infinitely many solutions | c) two | d) ten | |

The result for solving for y in 4x - y = 3 |
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a) y = 4x - 3 | b) y = -4x + 3 | c) y = 4x + 3 | d) y = -4x - 3 | |

Which ordered pair is a solution of 2y + x = 4 |
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a) (-2, 3) | b) (0, 3) | c) (4, 8) | d) (-8, 7) | |

To solve 3y + 2x = 8 for y, you would |
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a) subtract 3y from both sides | b) add 2x to both sides | c) subtract 2x from both sides | d) subtract 8 from both sides | |

The result for solving for y in 2x + 3y = 9. |
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a) y = -2x + 3 | b) y = (-2/3)x + 3 | c) y = (2/3)x + 3 | d) y = (-2/3)x - 3 | |

The result for solving for y in -5x + y = 10 |
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a) y = -5x + 10 | b) y = 10 | c) y = 5x + 10 | d) y = 5x - 10 | |

Which ordered pair is NOT a solution to the equation: -8x - 4y = 8 |
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a) (1, -4) | b) (-3, 4) | c) (5, -12) | d) (0, -3) | |

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