# Math Teachers Must Know These Top 3 Subjects for a Successful Career!

Mathematicians are able to create new patterns in math by using abstract thought processes. Mathematicians use a variety of tools to make their thoughts possible. These tools can be used in solving real-life problems by making possible the formulation of solutions. For instance, mathematicians can use algorithms in computing a mathematical formula that is so complicated that no matter how many times it is calculated the result will always remain the same.

Mathematicians use number theory, algebra, algebraic equations, differential calculus, geometric shapes, optimization, etc., to formulate theorems in mathematics, in addition to more ordinary areas like science, physics, and astronomy. Number theory has been the subject of much criticism in recent years. Algebraic equations are proved mathematically true, but then cannot be used in certain situations because they are too complex. In other words, a good number theory student is one who can solve problems using algebra, geometry, number theory, and other tools.

Studying discrete mathematics allows students to learn how to multiply together numbers over a discrete period, i.e. over an interval of time. This enables mathematicians to do sums and product in a discrete fashion, unlike ordinary algebra which makes use of prime numbers. In other words, students studying discrete mathematics will study math such as algebra, geometry, calculus, etc., in order to understand the concepts behind these subjects.

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