Download presentation

Presentation is loading. Please wait.

Published byArianna Leap Modified over 2 years ago

1
Geometry is axiomatic-deductive system is very strict, and has developed very rapidly. Geometry objects are objects that abstract thoughts. Understanding the geometry is a point. Object geometry is part of mathematical objects. Geometry objects among others points, lines, ray lines, segments, angles, triangle, parallelogram-parallelogram, circle, elllip, parabolic, cube, pyramid, tubes, balls, elipsoida, hiperboloida, hyper paraboloida. Geometry objects in one-dimensional plane (R), is a geometric object that is the number lineamong others can be a point, line segment, ray line, and the set point as ray line but without end point, which we can call the "ray line without a endpoint / starting point " DEFINITION OF GEOMETRY

2
Point is location, no length, width or height. A point is an idea, or abstraction. Since a point cannot be defined using simpler terms, it is an undefined term. POINT

3
Line is unlimited length, straight, no thickness, no endpoints. A line is an idea or abstraction. Since a line cannot be defined using simpler terms it is an undefined term. LINE

4
Plane is no boundary, continues in all directions, flat, no thickness. A plane is an idea, or abstraction. Since a plane cannot be defined using simpler terms, it is an undefined term. PLANE

5
Space is no boundary, length, width, and height. Space is an idea, or abstraction. SPACE

6
Segment is a line which has the set of points. A segment is an idea, or abstraction. Since a segment cannot be defined using simpler terms, it is an undefined term. SEGMENT

7
It is possible that the world of nature provided humans with their first notions of geometry.There are many example of geometric shapes in the physical world.Over the centuries people began to classify the shapes.They gave them names and created definition in order to describe the things they saw. We often look for relationship between two or more geometric figures.We say thee point are collinear (lie on one line) two lines are parallel (do not meet) or two angles are congruent (are the same size) write the letter of each picture that suggest a relation and name the relationship suggested.

8
We draw dots on paper to represent points capital letters beside them name the points.We call points A, B and point C We can think of a line as a set points by labeling a pair of points we can name the line in terms of two points.For example points A and B are on the line so we call it AB.We assume that only one line goes through both A and B.Another way of saying this is,Two points determine a line,sometimes a line labeled by using one small letter.Here line AB can also be called line L A pline can also be through of as a set of points a plane is named either by placing a single letter by the plane or by naming a set of three points on the plane that are not all on the line.We say plane N or plane ABC We assume that only one plane contains the three points we say that three points not all on line determine a plane.When thingking of line L as aset of points we can say point A is on line L and point A is an element of line L to describe the same situasion we can also say line L contains point A If A,B,C are points of line L as shown in the figure we say point B is between points A and C. If A,B and C are not all the same lines we donot use between to describe their relations :D RELATIONS AMONG POINTS,LINES AND PLANES

10
SEGMEN

11
RAY

12
A angle is the union of two noncollinear rays which have the same endpoint. ANGLE

13
A triangle is the union of two three segmen determined by three noncolinear points. TRIANGLE

14
A Quadrilateral is the union of four segmenys determined by four points, no three of which are collinear. The segmens intersect onli at their endpoints. Quadrilateral

15
A circle is the set of all points in a plane that are a fixed distance from a given point in the plane. CIRCLE

16
Definition An angle is the union of two noncollinear rays which have the same endpoint.

Similar presentations

OK

Geometry Ms. Bateman 2010 - 2011 1.1 Points, Lines and Planes.

Geometry Ms. Bateman 2010 - 2011 1.1 Points, Lines and Planes.

© 2017 SlidePlayer.com Inc.

All rights reserved.

Ads by Google

Ppt on series and parallel circuits lessons Download ppt on transportation in human beings higher Ppt on google products and services Ppt on applied operational research course Ppt on eia report oil Ppt on polynomials of 90s Ppt on db2 mainframes computer Ppt on capital markets in india Ppt on zener diode polarity Ppt on water softening methods