Introduction for line segment:
A line segment is the basic and fundamental topic in geometry and math subject. Generally in math, a straight and long line is divided with two definite end points on both sides are known as line segments. Here in this article we have to brief explain about line segment and trisecting a line segment. And use dome example figures for how to do trisecting line segment.
Line Segment General Definition:
In math, a line segment is can be defined as one small part or distance between the two endpoints of a long line.
Line segment is also shape like as ‘a straight line’, which is joining the two points with coordinates, and the line is infinity after that, the end points.
Example figure for general line segment:
In this figure xy is the infinity line, and A, B are the two end points, and the line segments are` bar (AB)` .
The length of the line segments AB would be written as `bar (AB)` . And the line segments have used the name as to be two end points AB.
Trisecting a Line Segment:
Trisecting a line segment is the one of the process of dividing the line segments with a new line and makes the new line segments. It is simply defined as which is one line segment, is trisected.
First we have to draw a line segment, and then bisect the line segment with a new line, and then we have to get trisecting line segment.
Generally trisecting a line segment, we use compass and ruler and makes easy.
Step by step process for trisecting line segment:
Step 1:
First we have to draw a line segment with two end points A, B. And name of the line segment is AB.
Stwp2:
Then next, draw a new dotted line through endpoint A, but not coincident with AB, draw that line for our convenient and put an end point with the name of C and D.
Step 3:
Here the line segment distances of AC and AD are equal.
Step 4:
Then again draw a dotted line through End point B, same length and put end points and named as E and F.
This E and F are opposite lines for AB from points C and D. distance BE = EF.
Step 5:
Connect CF and DE; those two lines will cut AB into third lines equal.
Example figure for trisecting line segment:
The above example figure and explanations will make clears for the trisecting a line segment.
A line segment is the basic and fundamental topic in geometry and math subject. Generally in math, a straight and long line is divided with two definite end points on both sides are known as line segments. Here in this article we have to brief explain about line segment and trisecting a line segment. And use dome example figures for how to do trisecting line segment.
Line Segment General Definition:
In math, a line segment is can be defined as one small part or distance between the two endpoints of a long line.
Line segment is also shape like as ‘a straight line’, which is joining the two points with coordinates, and the line is infinity after that, the end points.
Example figure for general line segment:
In this figure xy is the infinity line, and A, B are the two end points, and the line segments are` bar (AB)` .
The length of the line segments AB would be written as `bar (AB)` . And the line segments have used the name as to be two end points AB.
Trisecting a Line Segment:
Trisecting a line segment is the one of the process of dividing the line segments with a new line and makes the new line segments. It is simply defined as which is one line segment, is trisected.
First we have to draw a line segment, and then bisect the line segment with a new line, and then we have to get trisecting line segment.
Generally trisecting a line segment, we use compass and ruler and makes easy.
Step by step process for trisecting line segment:
Step 1:
First we have to draw a line segment with two end points A, B. And name of the line segment is AB.
Stwp2:
Then next, draw a new dotted line through endpoint A, but not coincident with AB, draw that line for our convenient and put an end point with the name of C and D.
Step 3:
Here the line segment distances of AC and AD are equal.
Step 4:
Then again draw a dotted line through End point B, same length and put end points and named as E and F.
This E and F are opposite lines for AB from points C and D. distance BE = EF.
Step 5:
Connect CF and DE; those two lines will cut AB into third lines equal.
Example figure for trisecting line segment:
The above example figure and explanations will make clears for the trisecting a line segment.
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