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An angle of 360 is called a complete angle.
Definition of complete angle in maths. Definition of a full angle. For example a typical rooftop is formed using an obtuse angle. Thus the angle whose measure is 360 o is called complete angle. The rays span out to accommodate the width of the house with the apex located at the centerline of the house and the open end of the angle facing downward.
Geometry shapes and their properties are the most practical branch of mathematics. An angle that is 360 degrees or equal to one full turn is called a full angle or complete angle. The angle is said to be complete angle if an angle id formed by rotation ray after making a complete revolution coincides with the initial position. Hence the angle is called as the complete angle.
An angle is represented by the symbol. In the above figure the arm op coincide with the arm oq after making complete revolution. A complete angle is represented same as the zero angle but there is one difference between them and it is the amount of rotation. In geometry an angle can be defined as the figure formed by two rays meeting at a common end point.
An angle is a figure in which two rays emerge from a common point. Mostly this concept has been taught in class 7 and class 9. Angles are measured in degrees using a protractor. Therefore poq 360 o complete angle.
Here the angle below is aob.
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