Aloysius1234
Aloysius1234
102 / 2
19th Mar 2013
9th Apr 2013
No WIFI, The 1st in TPT
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Comments

  • Box-Poorsoft
    Box-Poorsoft
    20th Mar 2013
    Now, how the hell did you do that?
  • PTuniverse
    PTuniverse
    20th Mar 2013
    Sorry for multi-posting, but I'd like to say it only works until 167, where it mistakens 169 as a prime number.
  • PTuniverse
    PTuniverse
    20th Mar 2013
    The method below can be used to find prime numbers greater than 3, the only problem is that it's confusing. I'd like to see someone do this to extend this "table".
  • PTuniverse
    PTuniverse
    20th Mar 2013
    You can use the numbers 2 and 3, and keep on adding it by itself, if you find a number that both 2 and 3 skips, then that number is prime.
  • -Nyanmar
    -Nyanmar
    20th Mar 2013
    1 word: Hacker
  • pds3-14
    pds3-14
    20th Mar 2013
    2,3,5,7,11,13,17,19,23,29,31... the main trouble is what function to use to check the remainder.
  • pds3-14
    pds3-14
    20th Mar 2013
    So it shouldn't be that hard to do
  • pds3-14
    pds3-14
    20th Mar 2013
    it only needs to check the primes from 2-31 for each number up to 1000.
  • hb1501038
    hb1501038
    19th Mar 2013
    how do you use this? +1
  • Tatr629000
    Tatr629000
    19th Mar 2013
    You can use this for your homework!!!! +1