(IF YOUR HAPPY IF YOU KNOW)
I. There is a point in the subject geometry.
(2x)
(Clap your hands 3x)
There is a point. (4x)
There is a point in the subject geometry.
(Clap your hands 3x)
II. There is a line in the subject
geometry. (2x)
(Stamp your feet 3x)
There is a line. (4x)
There is a line in the subject geometry.
(Stamp your feet 3x)
III. There is a plane in the subject
geometry. (2x)
(Hooray!)
There is a plane. (4x)
There is a plane in the subject geometry.
(Hooray!)
IV. There is a point. (Clap your hands
3x)
There is a line. (Stamp your feet 3x)
There is a plane. (Hooray!)
In the subject geometry. (3x)
LEARNING OBJECTIVES
At the end of the lesson, you should be able to:
define the undefined terms in geometry;
appreciate the representations of points, lines
and plane in real life; and
illustrate and name the points, line and plane.
Let's try!
Sesame seed
board
rope
Corner of a box
Edge of a table
notepad
carpet
pencil
Tip of a pen
Point, line and plane
Point
Line
Plane
UNDEFINED TERMS IN
GEOMETRY
By: Lea Mae B. Sakiwat
UNDEFINED TERMS
Terms that can be described but
can’t defined since it is just an idea.
In Geometry, there are three
undefined terms.
UNDEFINED TERMS
Point
Line
Plane
POINT
 a point has no dimension or actual size.
Thus, it has no length, no width, and no
height (thickness)
A point is usually represented by a small
dot.
POINT
A point is usually named with a CAPITAL LETTER.
point A
A
point B point C
B C
point D
D
POINT
We can associate point to our real-
life.
Example:
sesame seed corner of a box tip of a pen
LINE
A line has infinite length, no
width and no height and it
extends to one dimension only.
LINE
A line is named by a single lowercase script
letter, or by any two ( or more) points which
lie on the line.
l or line l
or line AB
A B
LINE
Line can also be exhibited to real-life
situation.
Example:
Edge of a table rope pencil
PLANE
A flat surface that extends infinitely
along its length and width.
It is like an “infinite sheet of paper”.
It has length and width but no
thickness.
PLANE

It is named by a single script CAPITAL LETTER or
by any three points in the plane which are not on the
same line.
L I plane m plane IFE
plane LIF plane ELI
plane FEL
E F
m
PLANE
Plane can also be exhibited to real-life
situation.
Example:
board notepad carpet
LET’S TRY!
DIRECTIONS: Tell whether each of the following
represents a point, line or a plane.
1. Stars in the sky
2. Curtain rod
3. Cartolina
4. Mole
5.Handkerchief
TRY YOURSELF!
DIRECTION: Using the illustration below, determine what is ask:
1. Name all the points.
2. Name all the lines using a script letter.
3.What is the other name for line a
4. Using a script letter, named a plane formed by four lines.
5. Name the plane in three different ways using three points.
a b
W
X
L c
Y d
Z
ACTIVITY:
½ CROSSWISE
BY TWO’S
Draw and label the diagram.
1. Line OP
2. plane LOVE
3. plane S
4. line f containing in plane Q
5. point B contained in plane Q
6. line CD on plane B and point E not on the plane
THE END!!
Thank you !!

Undefined terms in geometry (point, line, and plane).pptx

  • 1.
    (IF YOUR HAPPYIF YOU KNOW) I. There is a point in the subject geometry. (2x) (Clap your hands 3x) There is a point. (4x) There is a point in the subject geometry. (Clap your hands 3x) II. There is a line in the subject geometry. (2x) (Stamp your feet 3x) There is a line. (4x) There is a line in the subject geometry. (Stamp your feet 3x) III. There is a plane in the subject geometry. (2x) (Hooray!) There is a plane. (4x) There is a plane in the subject geometry. (Hooray!) IV. There is a point. (Clap your hands 3x) There is a line. (Stamp your feet 3x) There is a plane. (Hooray!) In the subject geometry. (3x)
  • 2.
    LEARNING OBJECTIVES At theend of the lesson, you should be able to: define the undefined terms in geometry; appreciate the representations of points, lines and plane in real life; and illustrate and name the points, line and plane.
  • 3.
    Let's try! Sesame seed board rope Cornerof a box Edge of a table notepad carpet pencil Tip of a pen
  • 4.
    Point, line andplane Point Line Plane
  • 5.
  • 6.
    UNDEFINED TERMS Terms thatcan be described but can’t defined since it is just an idea. In Geometry, there are three undefined terms.
  • 7.
  • 8.
    POINT  a pointhas no dimension or actual size. Thus, it has no length, no width, and no height (thickness) A point is usually represented by a small dot.
  • 9.
    POINT A point isusually named with a CAPITAL LETTER. point A A point B point C B C point D D
  • 10.
    POINT We can associatepoint to our real- life. Example: sesame seed corner of a box tip of a pen
  • 11.
    LINE A line hasinfinite length, no width and no height and it extends to one dimension only.
  • 12.
    LINE A line isnamed by a single lowercase script letter, or by any two ( or more) points which lie on the line. l or line l or line AB A B
  • 13.
    LINE Line can alsobe exhibited to real-life situation. Example: Edge of a table rope pencil
  • 14.
    PLANE A flat surfacethat extends infinitely along its length and width. It is like an “infinite sheet of paper”. It has length and width but no thickness.
  • 15.
    PLANE  It is namedby a single script CAPITAL LETTER or by any three points in the plane which are not on the same line. L I plane m plane IFE plane LIF plane ELI plane FEL E F m
  • 16.
    PLANE Plane can alsobe exhibited to real-life situation. Example: board notepad carpet
  • 17.
    LET’S TRY! DIRECTIONS: Tellwhether each of the following represents a point, line or a plane. 1. Stars in the sky 2. Curtain rod 3. Cartolina 4. Mole 5.Handkerchief
  • 18.
    TRY YOURSELF! DIRECTION: Usingthe illustration below, determine what is ask: 1. Name all the points. 2. Name all the lines using a script letter. 3.What is the other name for line a 4. Using a script letter, named a plane formed by four lines. 5. Name the plane in three different ways using three points. a b W X L c Y d Z
  • 19.
    ACTIVITY: ½ CROSSWISE BY TWO’S Drawand label the diagram. 1. Line OP 2. plane LOVE 3. plane S 4. line f containing in plane Q 5. point B contained in plane Q 6. line CD on plane B and point E not on the plane
  • 20.