# Geometry 2.4 And 2.6: Question Preview (ID: 16848)

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angle A and Angle B are supplementary and angle A and angle C are supplementary which conclusion is valid? |
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a) angle b and anlge c are supplementary | b) angle b and angle c are complementary | c) angle b and angle c are acute | d) angle b and angle c are congruent | |

Two angles that add up to 180 degrees are |
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a) vertical | b) supplementary | c) complementary | d) right angles | |

Angles that add up to 90 degrees are? |
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a) complementary | b) supplementary | c) vertical | d) right angles | |

Oppositie angles that are congruent are considered to be ? |
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a) Vertical | b) supplementary | c) obtuse | d) complementary | |

If the hypothesis of a true conditional statement is true, then the conclusion is also trued |
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a) Law of the trueth | b) Law of detachment | c) law of Syllogism | d) Law of Mr. Smith | |

If Hypothesis p, then conflusion q if hypothesis q then conclusion r |
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a) Law of trueth | b) Law of detachment | c) Law of syllogism | d) Law of Mr. Smith | |

All right angles are congruent |
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a) Right angle congruence theorem | b) Congruence complements theorem | c) congruent supplements theorem | d) Smitty Theorem | |

A plane contains atleast how many points? |
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a) 1 | b) 2 | c) 3 | d) 4 | |

If Austin plays on his phone then he doesnt understand his geometry? What is a counterexample to prove this wrong. |
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a) Austin played on his phone and failed his geometry test | b) Austin played on is phone then got frustrated and stopped working | c) Austin played on his phone then Aced the Geometry test | d) Austin played on his phone then rushed through his test. | |

What two parts make up a conditional statement? |
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a) name and conclusion | b) hypothesis and conclusion | c) lines and letter | d) hypothesis and converse | |

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