Mathematics

+## Branches of Mathematics

+Mathematics is broadly divided into several core areas. [Algebra](/wiki/algebra) deals with symbols and the rules for manipulating these symbols. [Geometry](/wiki/geometry) is concerned with the properties of space, such as shapes, sizes, relative positions of figures, and the properties of space. [Calculus](/wiki/calculus) focuses on rates of change and accumulation, essential for understanding motion and dynamics. [Number Theory](/wiki/number-theory) explores the properties and relationships of numbers, particularly integers. [Statistics](/wiki/statistics) and [Probability](/wiki/probability) are branches that deal with the collection, analysis, interpretation, and presentation of data.

+## Applications of Mathematics

+Mathematics is an indispensable tool across countless fields. It forms the backbone of [Physics](/wiki/physics) and [Engineering](/wiki/engineering), enabling the design of everything from bridges to spacecraft. In [Computer Science](/wiki/computer-science), it underpins [Algorithms](/wiki/algorithms), [Data Structures](/wiki/data-structures), and [Artificial Intelligence](/wiki/artificial-intelligence). [Economics](/wiki/economics) uses mathematical models to predict market trends, while [Biology](/wiki/biology) applies it to understand complex systems like population dynamics or genetic patterns. Even in [Art](/wiki/art) and [Music](/wiki/music), mathematical principles contribute to aesthetics and harmony.

+## History of Mathematics

+**Mathematics** is the study of quantity, structure, space, and change. It uses [Logic](/wiki/logic) and [Abstraction](/wiki/abstraction) to identify patterns, formulate conjectures, and establish truth, forming the foundation for all [Science](/wiki/science).

+## See also

+- [Algebra](/wiki/algebra)

+- [Geometry](/wiki/geometry)

+- [Calculus](/wiki/calculus)