Hexadecimal To Binary Conversion | Binary To Hexadecimal Conversion
Hexadecimal To Binary Conversion | Binary To Hexadecimal Conversion
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Binary to Hexadecimal Conversion
Converting Binary to Hexadecimal is a very simple operation. The Binary string is
divided into small groups of 4-bits starting from the least significant bit. Each 4-bit binary group
is replaced by its Hexadecimal equivalent.
11010110101110010110 Binary Number
1101 0110 1011 1001 0110 Dividing into groups of 4-bits
D 6 B 9 6 Replacing each group by its Hexadecimal equivalent
Thus 11010110101110010110 is represented in Hexadecimal by D6B96
Binary strings which can not be exactly divided into a whole number of 4-bit groups are
assumed to have 0’s appended in the most significant bits to complete a group.
1101100000110 Binary Number
1 1011 0000 0110 Dividing into groups of 4-bits
0001 1011 0000 0110 Appending three 0s to complete the group
1 B 0 6 Replacing each group by its Hexadecimal equivalent
Hexadecimal to Binary Conversion
Converting from Hexadecimal back to binary is also very simple. Each digit of the
Hexadecimal number is replaced by an equivalent binary string of 4-bits.
FD13 Hexadecimal Number
1111 1101 0001 0011 Replacing each Hexadecimal digit by its 4-bit binary equivalent
There are two methods to convert from Decimal to Hexadecimal. The first method is
the Indirect Method and the second method is the Repeated Division Method.
1. Indirect Method
A decimal number can be converted into its Hexadecimal equivalent indirectly by first
converting the decimal number into its binary equivalent and then converting the binary to
Hexadecimal.