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Algebra is a branch of mathematics that makes use of general statements of relations. It uses letters and other symbols to depict a set of values.
Calculus deals with the study of change. This splits into two branches namely differential and integral calculus. The first is concerned with rates of change and slopes of curves while the other is focused on the accumulation of quantities and the areas beneath and in between curves.
Vector Calculus is also known as vector analysis. This concentrates on differentiation and integration of vector fields in a three-dimensional Euclidean space.
Differential Equation is applied to determine the relationship of a set of inputs and a set of allowable outputs. It is a study of function and its derivatives.
Statistics concerns itself in the gathering, analysis and evaluation of a large set of data.
Geometry is a branch of mathematics that studies shapes, sizes, distances of points, lines, surfaces, solid objects, and properties of space.
Analytical Geometry has many names such as coordinate geometry or Cartesian geometry. It looks into coordinates or numbers within a topological space.
Applied Math has a wide scope. It deals with practical problems involving values in various fields such as science, engineering, business, computer science, and industry studies.
Trigonometry deals with the study of measurements of lengths and angles found in a triangle.
Numerical Analysis focuses on the analysis of algorithms that make use of numerical approximation. It narrates how integrals, functions, derivatives, and differential equations come into play as strings in a computer.
Mathematical Modeling is the process of creating a mathematical model using of math concepts and language to describe a system.
Arithmetic is the purest and oldest form of mathematics. It is the study of numbers, particularly its properties and operations that manipulate them like addition, subtraction, multiplication and division.
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