Fundamental arithmetic theorem is one of the most important concepts in the number theory, which states that each positive integer is greater than 1 can be declared uniquely as a result...
The positive and negative number system is an important part of arithmetic and mathematics in general. In everyday life, we often use positive numbers to calculate objects, values and quantity that...
Mathematics and philosophy are two disciplines that seem different on the surface, but they have a lot of fundamental similarities in terms of methods, goals, and principles. Both involve logical reasoning, abstraction, and...
Round numbers are one of the fundamental concepts of mathematics. They're numbers that don't have floating components or decimal components and they cover positive numbers, zeroes and negative numbers. In life...
Rational and irrational numbers are two major categories in number systems that are often used in mathematics. Understanding the difference between the two is the key to master many concepts in algebra, calculus,
In combinatorial analysis, counting the number of elements in a set of events is often a tricky challenge. When we're dealing with a problem involving a set of entities with an impending element...
In math, finding solutions to algebra equations is a classic challenge faced in various areas of science, from physics to computer science. The iteration method is one approach that...
Geometry is a mathematical branch that studies shape, size and nature of space. For centuries, Euclidean geometry—based on a posture filed by Euclid—became the main reference to understanding space. However, on...
Pythagoras theorem is one of the most famous results in mathematics, particularly in Euclidean's geometry. Named after ancient Greek mathematicians, Pythagoras, this theorem discussed the relationship between the sides of the elbow triangle length..
Linear transformation is one of the basic concepts in linear algebra that plays a crucial role in many disciplines of science, such as mathematics, physics, computer science, to the economy. This concept is not just...
