Hexadecimal Number:

## Hexadecimal to Binary Converter

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This webpage has a Hexadecimal to Binary Converter tool. The Hexadecimal to Binary Converter is used to convert a mixed Hexadecimal number into its equivalent Binary number. For example : if you give the Hexadecimal number as (3b2a3.2c1)_{16}, then the Hexadecimal to Binary Converter tool will convert the given Hexadecimal number into Binary as (111011001010100011.001011000001)_{2}. if you give the Hexadecimal number as (48ad9360.11ba15)_{16}, then the Hexadecimal to Binary Converter tool will convert the given Hexadecimal number into Binary as (1001000101011011001001101100000.000100011011101000010101)_{2}. Now, I am very happy to say that, the already available (existing other) converters are able to convert only Integer Hexadecimal number into its equivalent binary number. But this Hexadecimal to Binary Converter is able to convert both the integer Hexadecimal number and the floating point (Real) Hexadecimal number into its equivalent binary number very accurately. So it is noted that, this converter tool is used to convert a mixed Hexadecimal number to its equivalent Binary number.

### Step by Step Procedure to convert Hexadecimal to Binary

To convert a Hexadecimal into Binary, we should find the Binary equivalents of each Hexadecimal digit present in the number. If any of the binary bit group of Hexadecimal digit contain less than 4 bits, we should make the binary bit group into four bit group by adding zeros on left hand side.

**1. Let us convert the Hexadecimal (5D5.A4)**_{16} to binary equivalent.
**Step 1 : ** 5D5.A4

( Find binary equivalence of each hexadecimal digit )

**Step 2 : ** 101 1101 0101.1010 100

( 0’s to be added to make all the bit groups into 4 bits binary groups )

**Step 3 : ** 0101 1101 0101.1010 0100

( Decimal equivalents for each 4 bits binary groups)

**Step 4 : ** (10111010101.101001)_{2}

**2. Let us convert the Hexadecimal (ABF5.B78)**_{16} to binary equivalent.
**Step 1 : ** ABF5.B78

**Step 2 : ** 1010 1011 1111 0101.1011 0111 1

**Step 3 : ** 1010 1011 1111 0101.1011 0111 1000

**Step 4 : ** (101010111001110101.10110111)_{2}

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