The Real Number System
Most of the time in a Mathematics class, Real numbers are always mentioned and we tend to think or rethink what are Real Numbers. In this blog, we will discuss what are real numbers. The Set of Real Numbers The Set of Real Numbers is divided into different sets. It is designed for the use of each number set. All of the numbers/sets of numbers that will be discussed are under the Set of Real Numbers. Irrational Numbers Irrational Numbers are numbers that are neither terminating nor repeating decimals. Some of the examples of Irrational numbers are trigonometric values, logarithmic values, square roots of positive non-perfect square numbers, the value of pi ( π ), and many more. Rational Numbers Rational numbers are numbers that can be represented as a relation between two numbers such that the relation is in the form \[\frac{a}{b}\] where a and b are any integer but b is not 0. Integers Since Integers are mentioned in the above paragraph, let us know what are i