# Chapter 7 Review Part 2: Question Preview (ID: 30750)

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Simplify the expression: 8(2x - 3) + 12 |
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a) 16x + 8 | b) 10x + 1 | c) 16x - 12 | d) 10x - 8 | |

Factor the expressions: 20x + 25 |
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a) 5(4x + 5) | b) 5(9x) | c) 2(10x + 13) | d) | |

Subtract the expressions: -2(w + 3) - (5w - 4) |
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a) -7w - 1 | b) -7w - 2 | c) 7w - 1 | d) 7w - 2 | |

Add the expressions: (3x + 5) + 3(4x - 1) |
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a) 15x + 4 | b) 12x + 4 | c) 10x + 4 | d) 15x + 2 | |

What are the coefficients): 5x + 3xy + 8y + 10x + 5 |
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a) 5 | b) 5, 3, 8, 10 | c) x, y | d) 1 | |

What are the variable(s): 5x + 3xy + 8y + 10x + 5 |
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a) 5 | b) 5, 3, 8, 10 | c) x, y | d) 1 | |

What are the constant(s): 5x + 3xy + 8y + 10x + 5 |
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a) 5 | b) 5, 3, 8, 10 | c) x, y | d) 1 | |

Factor the expression: 14x - 16y |
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a) 2(12x - 14y) | b) 2(12x + 14y) | c) 2(7x - 8y) | d) 2(7x + 8y) | |

Subtract the expressions: (5x - 3) - (-3x + 2) |
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a) 8x - 5 | b) 8x - 1 | c) 2x - 1 | d) 2x - 5 | |

Factor the expression: 36x - 21xy |
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a) 3(12x - 7xy) | b) 3x(12x - 7y) | c) 3(12 - 7y) | d) 3x(12 - 7y) | |

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