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1.2 Points, Lines, and Planes
What is a definition?
 Known words used to describe a new word
Undefined terms – are terms not formally
defined.
There are three undefined terms in geometry:
1. Point 2. Line 3. Plane
Point
1. A location in space.
2. Has no dimension (no length, no width, no
depth).
3. Usually represented by a dot.
4. Named using one capital letter.
Point
For example:
●B
Line
1. A series of points that extends in opposite
directions without end.
2. One-dimensional (length).
3. Has an arrowhead on each end
representing the fact that it goes on
forever.
4. Always straight.
5. Named with a lowercase script letter or by
2 points on the line
Line
A B
l
Can be called:
Line l
Line AB or AB
Line BA or BA
For example:
Plane
1. A flat surface that extends forever in two
dimensions (length & width).
2. Contains infinitely many points and lines.
3. Usually represented by a four-sided
figure.
4. Named with a capital script letter or 3
points on the surface of the plane
Plane
A
B
C
W Can be named:
Plane W
Plane ABC, plane BCA, plane
CBA, etc.
For example:
More Definitions
 Collinear points –
points that can lie on the same
line.
More Definitions
 Noncollinear points –
D
More Definitions
 Coplanar points –
points that can lie on the same plane.
More Definitions
 Noncoplanar points –
D
A
More Definitions
 Equidistant – equally distant
More Definitions
 Intersect –
Two or more figures intersect if they
have one or more points in common.
 Intersection –
All points or sets of points the
figures have in common.
When a line and a point intersect,
their intersection is a point.
B
l
When 2 lines intersect, their
intersection is a point.
When 2 planes intersect, their
intersection is a line.
When a line and plane intersect, their
intersection is a point.
Questions???
Classify each statements as true or
false
REMOTE TIME !
Question 1
 PF ends at P
Question 2
 Point S is on an infinite number of lines
Question 3
 A plane has no thickness
Question 4
 Collinear points are coplanar
Question 5
 Planes have edges
Question 6
 Two planes intersect in a line segment
Question 7
 Two intersecting lines meet in exactly one point
Question 8
 Points have no size
Question 9
 Line XY can be denoted as XY or YX.
 Horizontal Planes – Ceiling and Floor
 Horizontal Planes – Two sides horizontal and
no sides vertical
 Vertical Planes – Walls
 Vertical Planes – two sides are vertical
1.2 Points Lines and Planes Powerpoint.ppt
Group Practice
Vertical line l intersects a horizontal plane M at point O
l
M
O
Group Practice
Horizontal plane Q and vertical plane N intersect
Group Practice
Point P is not in Plane N. Three lines through point P
intersect N in points A, B, and C.
True or False
 All points on a line are coplanar
True or False
 A line has one endpoint
True or False
 A point is named by a capital letter.
True or False
 Two lines intersect in two points.
True or False
 The edge of a plane is a line.

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1.2 Points Lines and Planes Powerpoint.ppt