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Algebra on Basic Geometry Concepts (Chapter 3)

Quiz yourself by thinking what should be in each of the black spaces below before clicking on it to display the answer.
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Question
Answer
show This is what one calls the line that cuts through a set of parallel lines. One often uses this line to carry attributes from one of the parallel lines to the next.  
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Corresponding Angles to Parallel Lines   show
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Consecutive Interior Angles to Parallel Lines   show
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Consecutive Exterior Angles to Parallel Lines   show
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The lines will diverge on this side of the transversal   show
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show This is the result of having a set of lines and a transversal where the consecutive interior angles are less than 180˚  
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show Two angles on the opposite sides of the transversal, inside the parallel lines, that are equal to each other.  
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show Two angles on the outside of parallel lines, on opposite sides of the transversal, that are equal to each other.  
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show Two intersecting lines create angles that are opposite and equal to each other.  
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show A set of angles that add up to 180˚ and will create a line.  
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Angle Sum for Triangle   show
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Angle Sum for Quadrilaterals   show
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Summit Angle   show
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show The angles at the bottom of a triangle.  
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Exterior Angle Theorem   show
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Supplementary angles   show
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show When two angles add up to 90˚  
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Definition of Angle   show
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Acute Angle   show
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Right Angle   show
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Obtuse Angle   show
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Straight Angle   show
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show An exact location in space, has no dimensions, and is usually associated with coordinates.  
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Line   show
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show Part of a line that has a single endpoint and extends infinitely in only one direction.  
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Line Segment   show
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show The old adage "it takes 2 points to define a line", if multiple points exist on the same line this word is used to describe the relationship.  
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show if two points define a line, then three points are needed to define a plane. When multiple points exist on the same plane this word is used to describe the relationship.  
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Created by: Troy.Criswell
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