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Base 2 to Base 12

Base 2 to Base 12 Converter

Enter a number in base 2 below to convert it to base 12 instantly.

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About These Bases

Base 2

In base 2, each digit position represents a power of 2: the rightmost digit counts individual ones, the next counts groups of 2, the next counts groups of 2×2, and so on — the same place-value idea as base 10, just with 2 distinct digits instead of ten.

Base 12

Base 12 works the same way: the rightmost digit counts ones, the next counts groups of 12, the next counts groups of 12×12, and so on, using 12 distinct digits.

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Quick Reference Table
Base 10 Base 2 Base 12
1 1 1
2 10 2
3 11 3
4 100 4
5 101 5
6 110 6
7 111 7
8 1000 8
9 1001 9
10 1010 A
11 1011 B
12 1100 10
13 1101 11
14 1110 12
15 1111 13
16 10000 14
17 10001 15
18 10010 16
19 10011 17
20 10100 18
21 10101 19
22 10110 1A
23 10111 1B
24 11000 20
25 11001 21
26 11010 22
27 11011 23
28 11100 24
29 11101 25
30 11110 26
31 11111 27
32 100000 28
33 100001 29
34 100010 2A
35 100011 2B
36 100100 30
37 100101 31
38 100110 32
39 100111 33
40 101000 34
41 101001 35
42 101010 36
43 101011 37
44 101100 38
45 101101 39
46 101110 3A
47 101111 3B
48 110000 40
49 110001 41
50 110010 42
51 110011 43
52 110100 44
53 110101 45
54 110110 46
55 110111 47
56 111000 48
57 111001 49
58 111010 4A
59 111011 4B
60 111100 50
61 111101 51
62 111110 52
63 111111 53
64 1000000 54
70 1000110 5A
80 1010000 68
90 1011010 76
100 1100100 84
200 11001000 148
300 100101100 210
400 110010000 294
500 111110100 358
600 1001011000 420
700 1010111100 4A4
800 1100100000 568
900 1110000100 630
1000 1111101000 6B4

View this as a standalone, printable table

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