Representation of numbers with three 4's
1 | (√4 + √4)/4 = (√4×√4)/4 |
2 | (4 + 4)/4 |
3 | 4 - 4/4 |
4 | 4 + 4 - 4 = 4×4/4 |
5 | 4 + 4/4 |
6 | 4 + 4/√4 |
7 | 4!! - 4/4 |
8 | 4!! + 4 - 4 |
9 | 4!! + 4/4 |
10 | (√4 + √4)/.4 = 4!! + 4/√4 |
11 | 44/4 |
12 | 4 + 4 + 4 = 4×4 - 4 |
13 | 4/.(4) + 4 |
14 | 4/.4 + 4 = 4×4 - √4 |
15 | 4×4 - [√√4] |
16 | (√4 + √4)×4 = 4!! + 4 + 4 = 4! - 4 - 4 |
17 | 4/.(4) + 4!! |
18 | 4×4 + √4 |
19 | [4×4!/√4!] |
20 | 4!! + 4!! + 4 = 4×4 + 4 |
21 | 4! - 4 + [√√4] |
22 | 4! - 4/√4 |
23 | 4! - 4/4 |
24 | 4! + 4 - 4 = 4!! + 4!! + 4!! |
25 | 4! + 4/4 |
26 | 4! + 4/√4 |
27 | 4! + 4 - [√√4] |
28 | 4! + √4×4 |
29 | 4! + 4 + [√√4] |
30 | 4! + 4 + √4 |
31 | 4!!×4 - [√√4](1) |
32 | 4! + 4 + 4 |
33 | 4!!×4 + [√√4](1) = 4! + 4/.(4) |
34 | 4! + 4/.4 |
(1) By Andre Gustavo dos Santos from Brasil


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