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anyone know of a bin to hex online converter?

well one of them was(in dec.)
110101101001
kinda big 😛
oh well, i found a nice one, gave me hex, bin, dec etc.
 
hmm I see how does it work though? I mean how does the 110101101001 or whatever it was convert into D69
3433 ?
 
Decimal - Hex - Binary
0000000 - 000 - 00000000
0000001 - 001 - 00000001
0000002 - 002 - 00000010
0000003 - 003 - 00000011
0000004 - 004 - 00000100
0000005 - 005 - 00000101
0000006 - 006 - 00000110
0000007 - 007 - 00000111
0000008 - 008 - 00001000
0000009 - 009 - 00001001
0000010 - 00A - 00001010
0000011 - 00B - 00001011
0000012 - 00C - 00001100
0000013 - 00D - 00001101
0000014 - 00E - 00001110
0000015 - 00F - 00001111
0000016 - 010 - 00010000
0000017 - 011 - 00010001
0000018 - 012 - 00010010
0000019 - 013 - 00010011
0000020 - 014 - 00010100


...and so on.
 
No Nutcase, 110101101001 is a binary number. In this case it's equal to
(2^0 * 1) + (2^3 * 1) + (2^5 * 1) + (2^6 * 1) + (2^8 * 1) + (2^10 * 1) + (2^11 * 1), or 1 + 8 + 32 + 64 + 256 + 1024 + 2048 = 3433.

the easy way to convert binary into hexadecimal is to "break" up the digits into groups of 4, in this case:
1101

0110

1001


Then use this chart to convert:

0000 = 0
0001 = 1
0010 = 2
0011 = 3
0100 = 4
0101 = 5
0110 = 6
0111 = 7
1000 = 8
1001 = 9
1010 = A
1011 = B
1100 = C
1101 = D
1110 = E
1111 = F


So then:

1101 = D, 0110 = 6, and 1001 = 9
which results in D69


 
I hate doing hex/dec/bin conversions. I remember reading an old computer science book when I was like 8 and the conversion formulas scared me (I could probably tackle them now if I had the patience to remember 3 more useless equations which are obsolete thanks to conversion programs)
 
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