Introduction to lines math terms:
In day to day life, we often came across some unique math terms. Lines are one of the special math terms that falls under this category.
A line has length, but it is said to have no breadth.
A geometrical straight line extends endlessly in both the directions.
In this article of lines math terms, we are going to study various math terms related to lines.
Math terms related to lines:
Line segment - A part or portion of a line with two end points is called a line segment.
Ray - The part of the line which has only one end point and extends endless in other direction is called a ray.
Parallel lines - The lines that lie in the same plane and never intersect are called as Parallel lines.
Perpendicular lines - If two lines lie in the same plane and intersect at right angles, they are called perpendicular lines.
Collinear points - Three or more points are said to be collinear if there is a line which contains them all.
Non-collinear points - If different points not lie on the same line, the points are said to be non collinear.
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Additional math terms related to lines:
Concurrent lines - If two or more straight lines pass through the same point, then they are called concurrent lines. The point through which the lines pass is known as point of concurrency.
Intersecting lines - If two or more lines meets at a point, then the lines are said to be intersecting lines.
Transversal - A straight line which intersects two or more given lines at distinct point is called the transversal of the given lines.
Unique line - Two distinct points in a plane determine a unique line.
Congruent Lines - Two line segments are said to be congruent if and only if their lengths are equal.
Half-line - Let A,B,C be three points on a line L such that A lies between B and C. If we delete the points A from the line L, then each one of the remaining parts of line L is called a half-line.
Incidence Axiome - A line contains infinitely many points.The rough a given point, there pass infinitely many lines.One and only one straight line passes through the distinct points.
In day to day life, we often came across some unique math terms. Lines are one of the special math terms that falls under this category.
A line has length, but it is said to have no breadth.
A geometrical straight line extends endlessly in both the directions.
In this article of lines math terms, we are going to study various math terms related to lines.
Math terms related to lines:
Line segment - A part or portion of a line with two end points is called a line segment.
Ray - The part of the line which has only one end point and extends endless in other direction is called a ray.
Parallel lines - The lines that lie in the same plane and never intersect are called as Parallel lines.
Perpendicular lines - If two lines lie in the same plane and intersect at right angles, they are called perpendicular lines.
Collinear points - Three or more points are said to be collinear if there is a line which contains them all.
Non-collinear points - If different points not lie on the same line, the points are said to be non collinear.
Please express your views of this topic Profit Formula by commenting on blog.
Additional math terms related to lines:
Concurrent lines - If two or more straight lines pass through the same point, then they are called concurrent lines. The point through which the lines pass is known as point of concurrency.
Intersecting lines - If two or more lines meets at a point, then the lines are said to be intersecting lines.
Transversal - A straight line which intersects two or more given lines at distinct point is called the transversal of the given lines.
Unique line - Two distinct points in a plane determine a unique line.
Congruent Lines - Two line segments are said to be congruent if and only if their lengths are equal.
Half-line - Let A,B,C be three points on a line L such that A lies between B and C. If we delete the points A from the line L, then each one of the remaining parts of line L is called a half-line.
Incidence Axiome - A line contains infinitely many points.The rough a given point, there pass infinitely many lines.One and only one straight line passes through the distinct points.
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