Number systems are the foundation of mathematics. It is impossible to live a successful life without participation in mathematics or numbers. We rely on various numbers in our daily lives either directly or indirectly. With regard to the modern age, we cannot imagine our lives without numbers, considering that computers only understand the language of numbers; this means that the modern technology surrounding us is entirely based on the Number System. The primary goal of this course was to foster conceptual understanding and appreciation of the applicability of the Number System.
This introductory mathematics course was designed to develop and solidify basic calculation skills. This course offers
One of the most widely used number systems in the world is the decimal system. This book focuses on the detailed and systematic construction of the number systems of integer, rational, irrational, real, and complex numbers. Topics also include prime factorization techniques for numbers using three different methods and the Least Common Multiple and Greatest Common Divisor of Numbers. In addition, we discuss techniques for calculating the Least Common Multiple and Highest Common factor for the rational number. Exercises following the lesson on prime factorization and the LCM and GCD of Numbers help readers test their progress and provide practice in using relevant concepts. I have tried to provide a sound introduction to the study of number systems for engineering students, especially the B.Sc. (Honors) students in Engineering and Architecture. We used our teaching experience, open sources, and books that were relevant to the subjects.
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