 # Undefined Terms In Geometry

## Undefined Terms In Geometry

### What are definitive and indefinite terms?

Hello,

Here are the geometric terms specified:

In geometry, definitions are formed using a familiar word or term to describe a new word. Geometry has three words that are not formally defined. These three indefinite terms are point, line and plane.

Hint (unlimited duration)

In geometry, a point has no dimension (actual size). Although we represent a point with a point, it does not have a length, width, or thickness. Usually, a dot is named with a capital letter. In a coordinated plane, a point is named with an ordered pair (x, y).

Line (indefinite period)

In geometry, a line does not have a thickness, but the length increases in one direction and continues in both directions. A line is shown as a straight line with two arrows, indicating that it is infinite in both directions. A line is named after a small letter or with a large intestine on a line drawn by an arrow.

Plan (indefinite period)

In geometry, the plane does not have a thickness but it spreads infinitely in every direction. Layers are usually displayed in shapes that resemble tables or walls. Even if there are edges of the plane sketch, remember that there are no edges of the plane. An airplane is named by letter (Aircraft KM) or by three non-culinary points (Aircraft ABC).

An term can be used indefinitely to define another term. For example, a non-colonial point is a point that is not on the same line. A segment is the part of a line that has two specific points and all the points in the middle, while radius is the part of a line that has a special point called an end point, and All the points that move infinitely upwards. on a. Towards the end point.

The terms specified for further explanation may be combined with one another and with non-explanatory terms. For example, an angle is a mixture of two different radial or line segments that share the same point of view. Similarly, a triangle has three non-linear points and a line segment that separates them.

Everything else is based on it and adds more information to the base. This aggregate factor includes all theorems and other terms defined as parallelograms or acute angles.

I can see it helps !! :)

Here are the geometric terms specified:

In geometry, definitions are formed using a familiar word or term to describe a new word. Geometry has three words that are not formally defined. These three indefinite terms are point, line and plane.

Hint (unlimited duration)

In geometry, a point has no dimension (actual size). Although we represent a point with a point, it does not have a length, width, or thickness. Usually, a dot is named with a capital letter. In a coordinated plane, a point is named with an ordered pair (x, y).

Line (indefinite period)

In geometry, a line has no thickness, but the length increases in one direction and continues in both directions. A line is shown as a straight line with two arrows, indicating that it is infinite in both directions. A line is named after a small letter or with a large intestine on a line drawn by an arrow.

Plan (indefinite period)

In geometry, the plane does not have a thickness but it spreads infinitely in every direction. Layers are usually presented in shapes that resemble tables or walls. Even if there are edges of the plane sketch, remember there are no edges of the plane. The aircraft is named by a letter (KM of the aircraft) or by three non-collinear points (ABC).

An term can be used indefinitely to define another term. For example, a non-colonial point is a point that is not on the same line. A segment is the part of a line that has two specific points and all the points in the middle, while radius is the part of a line that has a special point called an end point, and All the points that extend to infinity. Towards the end point.

The terms specified for further explanation may be combined with one another and with non-explanatory terms. For example, an angle is a mixture of two different radial or line segments that share the same point of view. Similarly, a triangle has three non-linear points and a line segment that separates them.

Everything else is based on it and adds more information to the base. This aggregate factor includes all theorems and other terms defined as parallelograms or acute angles.

I can see it helps !! :)

Line definition geometry