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描述
Commonly, there is no accepted definition of math. Aristotle defined mathematics as, the science of quantity. The definition given by Aristotle prevailed until the 18th century.
The study of numbers, shapes, and patterns is called math. In other words, we can define the term math as, the field of study that uses numbers and symbols for measurement, properties, relationships of quantities, and sets.
According to the German philosophers Carl Friedrich Gauss, mathematics is the Queen of the Sciences.
Modern philosophers do not consider mathematics as a science because science is based on empirical observations and seek to understand some aspect of phenomena. While math defines the relationship between quantities and objects and seeks to use logic to understand. The mathematics do not relate to any phenomena.
The study of math includes the following:
Numbers: The study of numbers involves how can we count the things.
Structure: The study of structures involves how things can be organized. The subfield of structure is called algebra.
Place: The study of place involves the arrangements for the things. The subfield of place is called geometry.
Change: The study of change involves how things become different. The subfield of change is called analysis.
Why math is important?
Math is very important in our daily lives. In reality, it is implemented everywhere. It is useful for solving problems that occur in the real world. This is the reason that so many people besides mathematicians study and use mathematics. There are too many fields such as natural science, engineering, medicine, finance, etc. that uses mathematics.
There are the following reasons that makes the mathematics as a powerful tool.
Math is involved around us. So, it is an essential and powerful discipline in today's world. Our perspective of the important issues facing us as individuals, families, businesses, and nations.
It provides an effective way of building mental discipline.
It improves mental rigor for developing logical, analytical, and problem-solving skills.
The knowledge of mathematics plays a crucial role in understanding other subjects such as physics, art, music, etc.
Discrete Mathematics Tutorial
Discrete Mathematics Tutorial
Discrete mathematics Tutorial provides basic and advanced concepts of Discrete mathematics. Our Discrete mathematics Structure Tutorial is designed for beginners and professionals both.
Discrete mathematics is the branch of mathematics dealing with objects that can consider only distinct, separated values. This tutorial includes the fundamental concepts of Sets, Relations and Functions, Mathematical Logic, Group theory, Counting Theory, Probability, Mathematical Induction, and Recurrence Relations, Graph Theory, Trees and Boolean Algebra.
MathML Tutorial
MathML tutorial provides basic and advanced concepts of MathML. Our MathML tutorial is designed for beginners and professionals.
MathML is a short form of Mathematical Markup Language. It is used to describe mathematical notations.
Our MathML tutorial includes all topics of MathML language such as installation, example, basic elements, all elements, symbols, operators, subscripts, superscripts, underscript, overscript, radicals, matrices, fractions, etc.
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