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# What is Angle?

We explain what an angle is and how they are analyzed. Operations with angles and degrees. What types of angles exist?

1. ### What is Angle?

The angle is the portion of the plane between two semi-lines with a common origin called a vertex . In other cases, reference is made to the opening formed by two sides that start from that common point, or focus on the rotation of the plane with respect to its origin.

These concepts correspond to geometry , which is one of the branches of mathematics , but which find innumerable applications in many other fields, such as engineering, optics or astronomy . In all cases reference is made to a point in common, with two lines that start from that point and generate a certain opening, represented by an arc. The degree of opening of these arches (and not their extension) is represented by the angle, no matter how far or near the vertex is made.

The concept of angle, then, refers to a magnitude that can be analyzed and compared with others , so there are operations between them. For that, the angle measurement is done in degrees, minutes, and seconds. The first (represented by the ° sign) equals 60 of the second (represented by ‘), which in turn equals 60 of the third parties (represented by’ ‘).

The amount of degrees may amount to 360 , which is considered the complete turn. To give a daily example that exemplifies this, we can see the clock of needles: constantly the needles are forming angles. At 12 o’clock, when the two needles point exactly to the same side, the angle is 0 °. At 3 it becomes 90 °, at 6 180 °, at 9 270 °, and at 12 o’clock again it will be 360 ​​°, and it will start again.

With regard to operations with angles, we can add them to each other, subtract them from each other or multiply them and divide them by whole numbers. If it is known that the angle is between two half-lines, it can be said that a line can always be drawn that divides into two parts equal to the angle. That line is called the bisector, and any point on that equidist line on both sides of the angle. 1. ### Types of angles 