This book introduces the binary, octal and hexadecimal numbering systems used in computer science and computer programming. It introduces how numbers are represented in each of these systems, how to convert between them (and to and from base 10).

In this book, among other things, you will learn:

What are number bases (also known as radixes)
What is binary (base 2)
How to convert binary numbers to denary (base 10)
How to convert denary numbers to binary
What is octal (base 8)
How to convert octal numbers to denary
How to convert denary numbers to octal
Why many programmers and computer scientists use octal
How to convert octal numbers to binary
How to convert binary numbers to octal
What is hexadecimal (base 16)
How to convert hexadecimal numbers to denary
How to convert denary numbers to hexadecimal
Why many programmers and computer scientists use hexadecimal
How to convert hexadecimal numbers to binary
How to convert binary numbers to hexadecimal
Is there a reason to prefer octal over hexadecimal or vice-versa?

Pr�sentation de l'�diteur

What are number bases (also known as radixes)
What is binary (base 2)
How to convert binary numbers to denary (base 10)
How to convert denary numbers to binary
What is octal (base 8)
How to convert octal numbers to denary
How to convert denary numbers to octal
Why many programmers and computer scientists use octal
How to convert octal numbers to binary
How to convert binary numbers to octal
What is hexadecimal (base 16)
How to convert hexadecimal numbers to denary
How to convert denary numbers to hexadecimal
Why many programmers and computer scientists use hexadecimal
How to convert hexadecimal numbers to binary
How to convert binary numbers to hexadecimal
Is there a reason to prefer octal over hexadecimal or vice-versa?

Les informations fournies dans la section � A propos du livre � peuvent faire r�f�rence � une autre �dition de ce titre.

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