# Expressions: Question Preview (ID: 27655)

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Simplify: 4b+6-7b |
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a) -3b+6 | b) 3b+6 | c) 11b+6 | d) -11b+6 | |

Add: (3x-4) + (-9x-5) |
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a) 12x-1 | b) -6x-9 | c) -6x+9 | d) -12x-9 | |

Subtract: (10x-4)-(2x+6) |
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a) -8x-10 | b) -8x+10 | c) 8x-10 | d) 12x+10 | |

Distribute: 7(-2x-4) |
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a) -9x-11 | b) 9x+11 | c) 14x+28 | d) -14x-28 | |

Factor: 12x+24 |
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a) 12(x+2) | b) 12x(2) | c) 4(3x+6) | d) cannot be factored | |

How do you subtract expressions? |
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a) Keep the first set of parentheses, change subtraction to addition, then change the signs in the second parentheses | b) add like terms | c) Keep first set of parentheses, change subtracting to multiplication, change terms in second set of parentheses | d) you cannot subtract expressions | |

What is the distributive property? |
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a) when you add everything on the inside with everything on the outside | b) when you multiply every term on the inside by the term on the outside | c) when you subtract everything on the inside from everything on the outside | d) when you divide everything on the inside by everything on the outside | |

Simplify: 2x-x+5x-4+18 |
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a) 6x-14 | b) -6x-14 | c) -6x+14 | d) 6x+14 | |

6(2x+1)+7x-5 |
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a) 19x+1 | b) 19x-1 | c) -19x-1 | d) -19x+1 | |

Factor: 6x-38 |
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a) 2(3x-19) | b) 6(x-6) | c) 3(2x-10) | d) cannot be factored | |

Subtract: (-6x-6)-(8x+3) |
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a) 14x+9 | b) -14x-9 | c) -14x+9 | d) 14x-9 | |

Which property states that 5x(1)=5x |
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a) identity property | b) distributive property | c) associative property | d) commutative property | |

Which example shows the property of zero? |
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a) 5(1)=5 | b) 8+0=8 | c) 12(0)=0 | d) none of the above | |

Which property says that no matter how you group a set of numbers, the answer will stay the same? |
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a) commutative property | b) identity property | c) property of zero | d) associative property | |

Which property states that no matter which order numbers are in, the answer will remain the same? |
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a) associative | b) commutative | c) identity | d) distributive | |

Which example demonstrates the commutative property? |
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a) 4x3x7=3x4x7 | b) (9x8)x8=9x(8x8) | c) 0(9)=0 | d) 4+0=4 | |

Factor: -10x+25 |
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a) -10(x+2) | b) 25(x+10) | c) 5(-2x+5) | d) cannot be factored | |

Add: (9x-4)+(-6x+12) |
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a) 15x+16 | b) 3x+8 | c) -3x-8 | d) -3x+8 | |

Distribute: 7(x-9) |
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a) 7x-16 | b) 7x-63 | c) 7x-3 | d) cannot be distributed | |

Simplify: 10x+4+13 |
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a) 10x+17 | b) 14x+13 | c) 13+4 | d) 10x | |

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