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Base 16 to Base 4

Base 16 to Base 4 Converter

Enter a number in base 16 below to convert it to base 4 instantly.

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About These Bases

Base 16

In base 16, each digit position represents a power of 16: the rightmost digit counts individual ones, the next counts groups of 16, the next counts groups of 16×16, and so on — the same place-value idea as base 10, just with 16 distinct digits instead of ten.

Base 4

Base 4 works the same way: the rightmost digit counts ones, the next counts groups of 4, the next counts groups of 4×4, and so on, using 4 distinct digits.

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Quick Reference Table
Base 10 Base 16 Base 4
1 1 1
2 2 2
3 3 3
4 4 10
5 5 11
6 6 12
7 7 13
8 8 20
9 9 21
10 A 22
11 B 23
12 C 30
13 D 31
14 E 32
15 F 33
16 10 100
17 11 101
18 12 102
19 13 103
20 14 110
21 15 111
22 16 112
23 17 113
24 18 120
25 19 121
26 1A 122
27 1B 123
28 1C 130
29 1D 131
30 1E 132
31 1F 133
32 20 200
33 21 201
34 22 202
35 23 203
36 24 210
37 25 211
38 26 212
39 27 213
40 28 220
41 29 221
42 2A 222
43 2B 223
44 2C 230
45 2D 231
46 2E 232
47 2F 233
48 30 300
49 31 301
50 32 302
51 33 303
52 34 310
53 35 311
54 36 312
55 37 313
56 38 320
57 39 321
58 3A 322
59 3B 323
60 3C 330
61 3D 331
62 3E 332
63 3F 333
64 40 1000
70 46 1012
80 50 1100
90 5A 1122
100 64 1210
200 C8 3020
300 12C 10230
400 190 12100
500 1F4 13310
600 258 21120
700 2BC 22330
800 320 30200
900 384 32010
1000 3E8 33220

View this as a standalone, printable table

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