# Trigonometry

## Historic Development Of Trigonometry, Angles, Triangles And Their Properties, Right Triangles And Trigonometric Functions

Trigonometry is a branch of applied **mathematics** concerned with the relationship between angles and their sides and the calculations based on them. First developed as a branch of **geometry** focusing on triangles during the third century B.C., trigonometry was used extensively for astronomical measurements. The major trigonometric functions, including sine, cosine, and tangent, were first defined as ratios of sides in a right triangle. Since trigonometric functions are intrinsically related, they can be used to determine the dimensions of any triangle given limited information. In the eighteenth century, the definitions of trigonometric functions were broadened by being defined as points on a unit **circle**. This allowed the development of graphs of functions related to the angles they represent which were periodic. Today, using the periodic nature of trigonometric functions, mathematicians and scientists have developed mathematical models to predict many natural periodic phenomena.

## Additional topics

- Trigonometry - Historic Development Of Trigonometry
- Trigonometry - Angles
- Trigonometry - Triangles And Their Properties
- Trigonometry - Right Triangles And Trigonometric Functions
- Trigonometry - Application Of The Trigonometric Functions
- Trigonometry - Relationships Between Trigonometric Functions
- Trigonometry - Trigonometry Using Circles
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