Java Games: Flashcards, matching, concentration, and word search.

Informal Geometry - (Chapter 1)

AB
PointA location in space represented by a dot
LineA set of many points that extends with no end in opposite directions
Collinear PointsThree or more points that line in a straight line
Noncollinear PointsPoints that do NOT lie in a straight line
Coplanar PointsPoints that lie in the same plane
Noncoplanar PointsPoints that lie in different planes
Line SegmentA part of a line that consists of two points and the points between them
Endpointspoints that represent the starting point of a ray or ends of a segment
RayA part of the line that starts at one endpoint and extends endlessly in one direction
AngleA figure formed by two rays that have the same endpoint
Sides of an Anglethe two rays that form an angle
Vertex of an AngleThe point at which the sides of an angle meet
Intersecting Linestwo lines that cross at exactly one point
Parallel LinesLines in the same plane that do not intersect
Right AngleAn angle with a measure of 90 degrees
Perpendicular LinesLines that meet at right angles
Vertical AnglesPairs of angles formed by lines that intersect
TransversalA line that intersects two or more lines
Interior AnglesAngles that are enclosed between two parallel lines crossed by a transversal
Exterior AnglesAngles that lie outside two lines crossed by a transversal
Alternate Interior AnglesAngles that lie on opposite sides of a transversal and are enclosed between two lines
Alternate Exterior AnglesTwo exterior angles that lie on opposite sides of a transversal and are outside two lines
Adjacent Anglestwo angles who share one vertex and one side
Linear PairsTwo adjacent angles whose noncommon sides form a straight line
Intersecting PlanesPlanes that meet in one line
Parallel PlanesPlanes that do not intersect
Skew LinesLines that doe not intersect and and are not in the same plane
Half Planepart of a plane made up of one line called the edge and all points on one side of the edge

This activity was created by a Quia Web subscriber.
Learn more about Quia
Create your own activities