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## Binary to Hexadecimal Converter

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This webpage has a Binary to Hexadecimal Converter tool. The Binary to Hexadecimal Converter is used to convert a mixed binary number into its equivalent Hexadecimal number. For example : if you give the binary number as (10101011.10101)_{2}, then the Binary to Hexadecimal Converter tool will convert the given binary number into Hexadecimal as (AB.A8)_{16}. If you give the binary number as (1110111011110111.11101101)_{2}, then the Binary to Hexadecimal Converter tool will convert the given binary number into Hexadecimal as (EEF7.ED8)_{16}. Now, I am very happy to say that, the already available (existing other) converters are able to convert only Integer binary number into Hexadecimal number. But this Binary to Hexadecimal Converter is able to convert both the integer binary number and the floating point (Real) binary number into its equivalent Hexadecimal number. So it is noted that, this converter tool is used to convert a mixed binary number to Hexadecimal number.

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### Convert Integer part of Binary to Hexadecimal

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To convert an Integer part of Binary to Hexadecimal, subdivide the given Integer part of binary number into 4 bit groups. If any binary group contain less than 4 bits, add zeros on left hand side. Then find the decimal equivalences of all four bit groups. If any of the decimal equivalences of any 4 bit groups have exceed 9, then we should substitute A for 10, B for 11, C for 12, D for 13, E for 14, and F for 15.

### Convert Fractional part of Binary to Hexadecimal

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To convert a Fractional part of Binary to Hexadecimal, subdivide the given Fractional part of binary number into 4 bit groups. If any binary group contain less than 4 bits, add zeros on right hand side. Then find the decimal equivalences of all four bit groups. If any of the decimal equivalences of any 4 bit groups have exceed 9, then we should substitute A for 10, B for 11, C for 12, D for 13, E for 14, and F for 15.

**1. Let us convert the binary (10111010101.101001)**_{2} to Hexadecimal equivalent.
**Step 1 : ** 10111010101.101001

**Step 2 : ** 0101 1101 0101.1010 0100

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

**Step 3 : ** 5 D 5.A 4

( Decimal equivalents for each 4 bits binary groups)

**Step 4 : ** (5D5.A4)_{16}

**2. Let us convert the binary (101010111001110101.10110111)**_{2} to Hexadecimal equivalent.
**Step 1 : ** 1010101111110101.1011011110

**Step 2 : ** 1010 1011 1111 0101.1011 0111 1000

**Step 3 : ** A B F 5 . B 7 8

**Step 4 : ** (ABF5.B78)_{16}

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