Q: What is 18 in other base number systems?
A:
Base | Representation | Base Count |
---|---|---|
2 (Binary) | 100102 | 5 |
3 (Ternary) | 2003 | 3 |
4 (Quaternary) | 1024 | 3 |
5 (Quinary) | 335 | 2 |
6 (Senary) | 306 | 2 |
7 (Septenary) | 247 | 2 |
8 (Octal) | 228 | 2 |
9 (Nonary) | 209 | 2 |
10 (Decimal) | 1810 | 2 |
11 (Undecimal) | 1711 | 2 |
12 (Duodecimal) | 1612 | 2 |
13 (Tridecimal) | 1513 | 2 |
14 (Tetradecimal) | 1414 | 2 |
15 (Pentadecimal) | 1315 | 2 |
16 (Hexadecimal) | 1216 | 2 |
17 | 1117 | 2 |
18 (Octodecimal) | 1018 | 2 |
19 | I19 | 1 |
20 (Vigesimal) | I20 | 1 |
21 | I21 | 1 |
22 | I22 | 1 |
23 | I23 | 1 |
24 (Tetravigesimal) | I24 | 1 |
25 (Pentavigesimal) | I25 | 1 |
26 (Hexavigesimal) | I26 | 1 |
27 (Septemvigesimal) | I27 | 1 |
28 (Octovigesimal) | I28 | 1 |
29 | I29 | 1 |
30 (Trigesimal) | I30 | 1 |
31 | I31 | 1 |
32 (Duotrigesimal) | I32 | 1 |
33 | I33 | 1 |
34 | I34 | 1 |
35 | I35 | 1 |
36 (Hexatrigesimal) | I36 | 1 |
64 (Tetrasexagesimal) | MTg= | 4 |