# 8th Grade Final Review: Question Preview (ID: 19616)

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Solve the system of equations. Find the value of y. (x + y = 7) and (x - y = 3) |
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a) 7 | b) 4 | c) 5 | d) 2 | |

Point (3, 2) is reflected over the y-axis. In which quadrant is the reflected point located in? |
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a) I | b) II | c) III | d) IV | |

What are the coordinates of A prime, if point A is at (2, -3) is reflected over the line through (-1, 2) and (-1, 4) |
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a) (1, 2) | b) (-4, -3) | c) (-2, -3) | d) (1, -4) | |

Solve y + 4.5 = -6.2 |
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a) -10.7 | b) -2.7 | c) -1.7 | d) 10.7 | |

An angle measures at 21 degrees. Find its compliment. |
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a) 9 | b) 42 | c) 69 | d) 159 | |

A globe has a diameter of 14 cm. Find its volume to the nearest cubic centimeter. |
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a) 821 | b) 11,494 | c) 205 | d) 1,437 | |

Solve 16 = 5 (k - 2) - 3k |
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a) 13 | b) 9 | c) 7 | d) 3 | |

Which function has a slope of -2? |
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a) y = -1/2x +6 | b) y = 2x-1 | c) y = x - 2 | d) y = -2x + 5 | |

Tell how many solutions this equation has. 3x - 9 = 2 (x - 2) |
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a) no solutions | b) one solution | c) infinite solutions | d) | |

Solve 3n - 9 = 15 |
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a) -2 | b) 2 | c) 8 | d) not here | |

4.05810502642544213659... is an example of |
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a) irrational number | b) repeating decimal | c) mixed number | d) rational number | |

Solve 5(x + 3) - x = 3 |
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a) -3 | b) 0 | c) 3 | d) 4.5 | |

A cube shape box has a volume of 27 cubic inches. What is the length of the box? |
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a) 2 inches | b) 3 inches | c) 6 inches | d) 9 inches | |

Which number has 9 as its cube root? |
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a) 27 | b) 81 | c) 729 | d) 900 | |

The lengths of 2 sides of a right triangle are 8 and 15 units. Find the length of the third side |
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a) 7 units | b) 17 units | c) 23 units | d) 64 units | |

Which # is the square root of 324 |
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a) 12 | b) 18 | c) -14 | d) -24 | |

A rectangle photo is 4 inches long and 3 inches wide. It is enlarged to a similar rectangle with a length of 10 inches. What is the width of the enlarged photo? |
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a) 9 | b) 6.5 | c) 6 | d) 7.5 | |

Which is the y-intercept for 3 + 4x = 6y |
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a) -3/4 | b) 0 | c) 1/2 | d) 3 | |

Which is the square root of 256? |
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a) 8 | b) 26 | c) 16 | d) 128 | |

Solve 4b = 2b + 24 |
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a) 12 | b) 8 | c) 3 | d) 6 | |

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