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Each hexadecimal digit (or nybble) is the equivalent of 4 binary digits (or bits) with a decimal value of 0-15. Convert each nybble into (4) binary (digits) and string them together, remembering the conversion of decimal 0-15 to binary:

Hex -> Dec -> Binary

0 -> 00 -> 0000

1 -> 01 -> 0001

2 -> 02 -> 0010

3 -> 03 -> 0011

4 -> 04 -> 0100

5 -> 05 -> 0101

6 -> 06 -> 0110

7 -> 07 -> 0111

8 -> 08 -> 1000

9 -> 09 -> 1001

A -> 10 -> 1010

B -> 11 -> 1011

C -> 12 -> 1100

D -> 13 -> 1101

E -> 14 -> 1110

F -> 15 -> 1111

So to convert 0x6AF to binary:

6 -> 0110

A -> 1010

F -> 1111

=> 0x6AF = 0110 1010 1111

= 011010101111 (without the spaces showing the hex nybbles)

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Q: How do you convert hexadecimal form to binary form?
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