Appendix B Number Systems 1279 Positional values in (Cheap web hosting)
Appendix B Number Systems 1279 Positional values in the octal number system Decimal digit 4 2 5 Position name Sixty-fours Eights Ones Positional value 64 8 1 Positional value as a power of the base (8) 82 81 80 Fig. B.5 Positional values in the octal number system. Positional values in the hexadecimal number system Decimal digit 3 D A Position name Two-hundred-and-Sixteens Ones fifty-sixes Positional value 256 16 1 Positional value as a 162 161 160 power of the base (16) Fig. B.6 Positional values in the hexadecimal number system. B.2 Abbreviating Binary Numbers as Octal Numbers and Hexadecimal Numbers The main use for octal and hexadecimal numbers in computing is for abbreviating lengthy binary representations. Figure B.7 highlights the fact that lengthy binary numbers can be expressed concisely in number systems with higher bases than the binary number system. Decimal number Binary representation Octal representation Hexadecimal representation 0 0 0 0 1 1 1 1 2 10 2 2 3 11 3 3 4 100 4 4 5 101 5 5 6 110 6 6 7 111 7 7 Fig. B.7 Decimal, binary, octal, and hexadecimal equivalents (part 1 of 2).
Searching for affordable and proven webhost to host and run your servlet applications? Go to Linux Web Hosting services and you will find it.