Information Technology & Cyber Laws 34
#1

NUMBER SYSTEM 
*Digital Number Systems are the following
1.Decimal Number System
2.Binary Number System
3.Octal Number System
4.Hexa Decimal Number System
*Base of Decimal Number System
Ans : 10
*Digits used in decimal number system
Ans :  0,1,2,3,4,5,6,7,8,9 (0-9)
*Base of Binary Number System 
Ans : 2
*Digits used in Binary Number System 
Ans :  0,1
*Total number of digits in binary system
Ans :  2
*Base of Octal Number System 
Ans :  8
*Numbers used in Octal Number System 
Ans :  0,1,2,3,4,5,6,7 (0-7)
* Base of Hexa Decimal Number System -
Ans : 16
*Numbers used in Hexa Decimal Number System - 0-9 and A-F 
*Numbers used in Hexa Decimal Number System - 0-9 and A-F 

(0,1,2,3,4,5,6,7,8,9,A,B,C,D,E,F)

Decimal                     Binary               Octal              Hexadecimal
0                 0000          0              0
1                 0001          1              1
2                 0010          2              2
3                 0011          3              3
4                 0100          4              4
5                 0101          5              5
6                 0110          6              6
7                 0111          7              7
8                 1000         10              8
9                  1001          11              9
10                  1010          12              A
11                   1011           13              B
12                    1100            14              C
13                    1101            15              D
14                    1110            16              E
15                     1111             17              F

One’s complement of a binary number 
*The one’s complement of a binary value is obtained by changing its l’s to 0’s and the 0’s to l’s.

Examples
*One’s complement of 0100 is 1011 
*One’s complement of 0000 is 1111 
*One’s complement of 0110 is 1001 2’s complement of a binary number 
*2’s complement of a binary value is obtained by
1.converting the value to its is complement, then
2.adding 1 to that complement 

Example
2’s complement of 0110 
step 1 : l’s complement of 0110 is 1001 
step 2 : Adding 1 to 1001 
1001 +
0001
1010
2’s complement of 0110 is 1010

Binary                    l's complement                      2's Complement
0000                      1111                          oooo
0001                      1110                          1111
0010                      1101                          1110
0011                      1100                          1101
0100                      1011                          1100
0101                      1010                          1011
0110                      1001                          1010
0111                      1000                           1001
1000                      0111                           1000
1001                      0110                           0111
1010                      0101                           0110
1011                      0100                           0101 
1100                      0011                          0100
1101                      0010                           0011 
1110                       0001                           0010
1111                       0000                           0001

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