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Geometry Chapter 1 Essentials of Geometry
1.1 Identify Points, Lines, and Planes
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Undefined Terms have no formal definitions, but there is agreement about what they mean
point line plane
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Point (A) : we just think about it being a dot in space or in a plane that represents a specific location. A A point is represented by a capital letter
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Line: A line is represented by two points and a line with
think about it being an infinite number of points connecting in a straight orientation moving in both directions forever A line is represented by two points and a line with two arrow heads on each end l A B line l
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Plane You name a plane using 3 noncollinear points. Plane ABC
Think of a plane as being a 2 dimensional flat surface that continues forever without bending. 3 noncollinear points if connected create a triangle that lies in a plane. You name a plane using 3 noncollinear points. Plane ABC
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Defined Terms Line segment ray
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part of a line with two endpoints
Line Segment: part of a line with two endpoints A line is represented by two points and a line with two points on each end A B
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part of a line that has one endpoint
Ray part of a line that has one endpoint A ray is represented by one points and a line with one arrow head A B
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Opposite Rays An opposite ray is represented by a shared endpoint points and a line with one arrow head pointing in the opposite direction C B A
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Collinear: When points lie on the same line they are collinear. The word betweeness in geometry implies that all points are collinear A lies between C and B. A, B, C are collinear. A B C
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When points lie on the same plane they are coplanar.
F H D B C G
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Parallel Planes Parallel planes are planes that DO NOT intersect.
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Perpendicular Planes Perpendicular planes intersect at a right angle.
b a c
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Intersecting Planes Planes that intersect create a line at all of the intersecting points.
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