drummyfish/less_retarded_wiki
5
1
Fork 0
Code Issues Pull requests Projects Releases Packages Wiki Activity

Update

Browse source
This commit is contained in:
Miloslav Ciz 2024-07-30 22:52:22 +02:00
parent 9005259ff3
commit df80221a15
29 changed files with 1864 additions and 1808 deletions
Download patch file Download diff file Expand all files Collapse all files

16
number.md
View file

@ -219,12 +219,12 @@ Here is a table of some notable numbers, mostly important in math and programmin
| [square root](sqrt.md) of two | 1.414213... | 2^(1/2) | irrational, diagonal of unit square, important in geom. |
| supergolden ratio | 1.465571... | solve(x^3 - x^2 - 1 = 0) | similar to golden ratio, bit more difficult to compute |
|phi ([golden ratio](golden_ratio.md))| 1.618033... | (1 + sqrt(5)) / 2, solve(x^2 - x - 1 = 0)| irrational, visually pleasant ratio, divine proportion |
| [two](two.md) | 2 | 2^1, 0b000010 | prime |
| [two](two.md) | 2 | 2^1, 0b000010 | (only even) prime |
| [silver ratio](silver_ratio.md) | 2.414213... | 1 + sqrt(2), solve(x^2 - 2 * x - 1 = 0) | similar to golden ratio |
| [e](e.md) (Euler's number) | 2.718281... | | base of natural [logarithm](log.md) |
| [three](three.md) | 3 | 2^2 - 1 | prime, max. unsigned number with 2 bits |
| [pi](pi.md) | 3.141592... | | circle circumference to its diameter, irrational |
| [four](four.md) | 4 | 2^2, 0b000100 | first composite number |
| [four](four.md) | 4 | 2^2, 0b000100 |first composite number, min. needed to color planar graph|
| [five](five.md) | 5 | | (twin) prime, number of platonic solids |
| [six](six.md) | 6 | 3!, 1 * 2 * 3, 1 + 2 + 3 | highly composite number, perfect number |
| [tau](tau.md) | 6.283185... | 2 * pi | radians in full circle, defined mostly for convenience |
@ -237,7 +237,7 @@ Here is a table of some notable numbers, mostly important in math and programmin
| fifteen | 15 | 2^4 - 1, 0b1111, 0x0f, 1 + 2 + 3 + 4 + 5 | maximum unsigned number storable with 4 bits |
| [sixteen](sixteen.md) | 16 | 2^4, 2^2^2, 0b010000 | |
| twenty four | 24 | 2 * 2 * 2 * 3, 4! | highly composite number |
| thirty one | 31 | 2^5 - 1 | maximum unsigned number storable with 5 bits |
| thirty one | 31 | 2^5 - 1 |max. unsigned number storable with 5 bits, Mersenne prime|
| [thirty two](thirty_two.md) | 32 | 2^5, 0b100000 | |
| thirty six | 36 | 2 * 2 * 3 * 3 | highly composite number |
| thirty seven | 37 | | most commonly chosen 1 to 100 "random" number |
@ -246,21 +246,21 @@ Here is a table of some notable numbers, mostly important in math and programmin
| sixty three | 63 | 2^6 - 1 | maximum unsigned number storable with 6 bits |
| [sixty four](sixty_four.md) | 64 | 2^6 | |
| [sixty nine](69.md) | 69 | | sexual position |
| ninety six | 96 | 2^5 + 2^6 | |
| ninety six | 96 | 2^5 + 2^6 | alternative sexual position |
| one hundred | 100 | 10^2 | |
| one hundred twenty one | 121 | 11^2 | |
| one hundred twenty seven | 127 | 2^7 - 1 | maximum value of signed byte |
| one hundred twenty seven | 127 | 2^7 - 1 | maximum value of signed byte, Mersenne prime |
| one hundred twenty eight | 128 | 2^7 | |
| one hundred fourty four | 144 | 12^2 | |
| one hundred sixty eight | 168 | 24 * 7 | hours in week |
| two hundred fifty five | 255 | 2^8 - 1, 0b11111111, 0xff | maximum value of unsigned [byte](byte.md) |
| two hundred fifty six | 256 | 2^8, 16^2, ((2^2)^2)^2 | number of values that can be stored in one byte |
| three hundred sixty | 360 | 2 * 2 * 2 * 3 * 3 * 5 | highly composite number, degrees in full circle |
| four hundred twenty | 420 | | some stoner shit (they like to smoke it at 4:20) |
| four hundred twenty | 420 | | stoner shit (they smoke it at 4:20), divisible by 1 to 7|
| five hundred twelve | 512 | 2^9 | |
| six hundred and sixty six | 666 | | number of the beast |
| one thousand | 1000 | 10^3 | |
| one thousand twenty found | 1024 | 2^10 | |
| one thousand twenty four | 1024 | 2^10 | |
| two thousand fourty eight | 2048 | 2^11 | |
| four thousand ninety six | 4096 | 2^12 | |
| ten thousand | 10000 | 10^4, 100^2 | |
@ -293,4 +293,4 @@ Here is a table of some notable numbers, mostly important in math and programmin
## See Also
- [offensive number](offensive_number.md)
- [offensive number](offensive_number.md)