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# Geometry Vocabulary

Name ___________________________________

Period  ___________  Date __________________
Across
Alternate ________ angles are equal in measure and outside of parallel lines on opposite sides of the transversal
The type of reasoning we use in constructing proofs in Geometry
Angles that sum to 180°
Angles around a _____ sum to 360°
Two angles that are situated in the same way
Uses reasoned, logical explanations to prove
Next to; neighboring
A mathematical statement with a proof
Adjacent, supplementary angles that form a straight line
A line that cuts across a set of lines, that are often parallel
Down
Alternate ________ angles are equal in measure and inside parallel lines on opposite sides of the transversal
Same _____ interior angles sum to 180°
Angles that sum to 90°
Lines that intersect to form right angles are said to be this.
Exactly equal in shape, size and measure
An angle that measures exactly 90°
Lines that do not intersect and have the same slope are this
Congruent angles that are opposite one another at the intersection of two lines