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16 Cards in this Set
- Front
- Back
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Alternate Interior Angle Theorem |
alt. int. angles are congruent |
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Same Side Interior Angle Theorem |
same side interior angles are supplementary |
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Corresponding Angle Postulate |
corresponding angles are congruent |
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Vertical Angle Theorem |
vertical angles are congruent |
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Angle Addition Postulate |
if point D lies in the interior of angle ABC then m |
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Reflexive Property |
a = a |
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Segment Addition Postulate |
if point B is on line AC between A and C then AB + BC = AC |
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Linear Pair Postulate |
two angles that form a linear pair are supplementary |
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Congruent Complement Theorem |
if two angles are supp of the same angle or congruent angles then they are congruent |
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Congruent Complement Theorem |
if two angles are complements of the same angle or of congruent angles then they are congruent |
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Transitive Property |
a = b b = c a = c |
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Same Side Exterior Angle Theorem |
same side exterior angles are supplementary |
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conjecture |
a hypothesis that something is true |
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Substituation Property |
a = b then a can be used for b |
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Converse |
origionally if p then q but now if q then p |
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Addition Property |
a = b a + c = b+c |
