How to Use Real Numbers in Computer Science
What Are Real Numbers? In mathematics, a real number represents the value of a continuous quantity such as distance along a line. René Descartes first used the term real number to distinguish between imaginary and real roots of polynomials. This new way of calculating distances was introduced in the 17th century. While the term is confusing, it is an important concept to understand. Here are some examples of how to use real numbers.
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The concept of a real number is based on the idea that a point on a line represents a member of a Dedekind-complete ordered field. Real numbers can be thought of as points on an infinite line, with digits corresponding to equally spaced integers. They are also part of the complex number system. If you want to understand how real numbers are used in computer science, here are some examples: