
Relationships Among Points, Lines and Planes
Presentation
•
Mathematics
•
6th Grade
•
Practice Problem
•
Easy
Kleven Lucksly Quijon
Used 10+ times
FREE Resource
25 Slides • 16 Questions
1
By Kleven Lucksly Quijon
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Undefined Terms
In Geometry, there are basic teachnical terms that are defined and undefined.
An undefined terms is a word a term which does not require any further explanantion or elaborate description. It is a word already in its basic form which you can illustrate by giving concrete examples.
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Undefined Terms
Undefined terms are used to define or explain more complex terms or concepts.
In geometry, undefined terms are the basic concepts upon which other statements are built.
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Undefined Terms
Points, lines and planes are undefined terms in Geometry.
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Point
A point refers to the idea of an exact fixed location.
It has no size and dimension.
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Points are represented by dots using capital letters.
Point
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tip of a pencil, corner of the box, dot in a sheet of paper.
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Open Ended
Give one example of an object modeled or represented by a point.
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A line is a set of infinitely many points arranged in a straight path which extends endlessly in opposite directions.
It has infinite length but no width nor thickness.
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A line is represented by double arrows and named by using two points on the line or by a single small letter.
A line is named by placing
the symbol ↔ above the letters.
Line
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tightly-stretched string, edge of the table, edge of a bix, a crease of folded paper, horizon
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Multiple Choice
Which of the following is a correct figure of a line?
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Open Ended
Give an example of a an object that can be represented/modeled by a line
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A plane is a flat surface that extends endlessly in all directions.
It has infinite length and width but not thickness.
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A plane is represented by a four-sided figure.
A plane is named by using three points on the plane which do not lie on the same line or by a script capital letter.
Plane
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a piece of paper, surface of a floor an artist's canvass
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Open Ended
Give one way in naming the plane.
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Identify the undefined term represented by the following objects
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Multiple Choice
tip of a needle
Point
Line
Plane
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Multiple Choice
a wall
Point
Line
Plane
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Multiple Choice
string of a guitar
Point
Line
Plane
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Multiple Choice
a star in the sky
Point
Line
Plane
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Multiple Choice
top of the box
Point
Line
Plane
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Multiple Choice
clothesline
Point
Line
Plane
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Multiple Choice
a mole
Point
Line
Plane
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Postulate
Postulates are statements that are accepted as true without proof.
They are usually stated using undefined terms and definitions
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Every line contains atleast two points.
Postulate 1.2
Two points are cointained in exactly one line
Postulate 1.1
Postulates 1.1 and 1.2 imply that two points determine a line and that line has infinite number of points.
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Collinear points are points that lie on the same line.
Otherwise, they are non-collinear points
Collinear points
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Multiple Choice
A, B and E are collinear points
True
False
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Multiple Choice
P, X, Q are collinear points
True
False
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If two points are in a plane, then the line containing these two points is also in the plane
Postulate 1.3
Postulate 1.3 means that points A and B are in Plane M, then line AB is also in plane M
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Every plane contains at least three non collinear points.
Postulate 1.4
Postulate 1.4 tells us that three non-collinear points A, B, C determine plane M
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Coplanar Points are points that lie on the same plane, other wise they are non coplanar points
Coplanar Points
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Points that do not belong on the same plane.
Ex
A and E are non-coplnar points
Non-coplanar Points
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Multiple Choice
J and L are coplanar points
True
False
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Multiple Choice
A and B are non coplanar points
True
False
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If two planes intersect, their intersection is a point or a lline
Postulate 1.6
In space, there exists at least four non coplnar points
Postulate 1.5
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If a line and a plane intersect, their intersection is either a point or a line
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Plane P and Q intersect at line m
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Multiple Choice
Plane q and l intersect at line CD
True
False
By Kleven Lucksly Quijon
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