Use the below conversion tool to convert a binary number to Hexadecimal number:

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## Binary number

Binary numbering system uses only two symbols 0 and 1. Each digits of a binary number is referred to as bits. Binary system is also known as base -2 system. Each digit is represented by the increasing power of 2 from the LSB (Least Significant Bit). Binary system is the heart of digital electronics and is used for information flow. In digital electronics, 0 and 1 are used to denote logic states, high and low. Arithmetic operations are also possible in binary system.

Hexadecimal number system uses 16 different symbols to represent a numeric value. It uses numbers 0 to 9 and alphabets A to F for representation. . The place value of each digits of an hexadecimal number varies as the whole number powers of 16 starting from the right (Least Significant Digit). The first single digit number in hexadecimal system is 0 and the last is F. Similarly, the first two digit hexadecimal number is 10 and the last is FF and so on. It is used as an alternative for binary numbers by developers and programmers.

000000
000111
001022
001133
010044
010155
011066
011177
100088
100199
1010A10
1011B11
1100C12
1101D13
1110E14
1111F15
0001 00001016

## Example-1: Convert 1111102 to Hexadecimal number

Split the binary number to a bits of four starting from the right.

0011 1110

From the above conversion table:

 Binary number 0011 1110 Hexadecimal number 3 E

Hence, 1111102 in its binary form is equivalent to 3E.

## Example-2: Convert 110111002 to Hexadecimal number

Split the binary number to a bits of three starting from the right.

1101 1100

From the above conversion table:

 Binary number 1101 1100 Hexadecimal number D C

Hence, 110111002 in its binary form is equivalent to DC.

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