Difference between revisions 484758 and 484887 on testwiki

{{number/intro|1}}

Total of: 168 primes (25 in 1-100, 21 in 101-200, 16 in 201-300, 16 in 301-400, 17 in 401-500, 14 in 501-600, 16 in 601-700, 14 in 701-800, 15 in 801-900, 14 in 901-1000){{TOC001|prefix=0}}
== Number 0 ==
(contracted; show full)
* As 0^n = 0, 1^n = 1, these if served as a highly composite or prime numbers, it will make trivially living different. 0 and 1 are just have no prime factorizations.
*If 1 is a prime, well, '''every''' numbers are composite
., because every other number will be divisible by 1
*1 is a prime mean certain thing will be dissipated. You don't know what level of the numbers are!
Anyway, we can "factorize" 1 as 1 = 1.<ref name=":1">It makes a basic understanding of "why" 1 is a prime and should be a prime.</ref> And 1 has the least divisors of all numbers: 1, only one and itself.<ref name=":1" /><ref>1 and itself is overlapped.</ref>⏎

1 is also be represented as "1" in every bases.

== List of numbers from 1 to 1000 ==

=== {{anchor|001}} 1 to 100 ===
{| class="wikitable" 
!Numbers
(contracted; show full)|1000
|2 x 2 x 2 x 5 x 5 x 5
|6
|3
|}

== References ==
<references/>