1. Joined
    11 Jun '06
    Moves
    3516
    20 Jun '06 11:57
    Originally posted by TheNinjunny
    Of course what is being assumed here is that this number sequence is derived mathmaticaly (by which I mean following a function).... to which I give you another sequence.
    1
    3
    5
    7
    11
    13
    17
    ??
    did you mean 2,3,5,7,11,13,17 ?
  2. Joined
    11 Jun '06
    Moves
    3516
    20 Jun '06 12:03
    how about this sequence of very special numbers

    561
    1105
    1729
    2465
    2821
    6601
    ??
  3. Joined
    11 Jun '06
    Moves
    3516
    20 Jun '06 12:25
    or this one
    3 7 31 127 8191 131071 ??
  4. Indiana
    Joined
    29 May '06
    Moves
    1694
    20 Jun '06 12:45
    Originally posted by TheNinjunny
    Of course what is being assumed here is that this number sequence is derived mathmaticaly (by which I mean following a function).... to which I give you another sequence.
    1
    3
    5
    7
    11
    13
    17
    ??
    19
  5. Joined
    11 Nov '05
    Moves
    43938
    20 Jun '06 13:122 edits
    The interesting part of a solution of this kind of problem isn't the next number itself but how the next number is formed.

    How can the next number of
    1 3 5 7 11 13 17
    be 19?

    It could evidently not be every odd number starting from 1, where is 9 and 15?
    So if the solution is 19, remembering that 1 is not a prime but 2 is, how is the serie formed?
  6. Joined
    11 Jun '06
    Moves
    3516
    20 Jun '06 14:57
    how about odd non-composites
  7. Joined
    18 Jun '06
    Moves
    7303
    20 Jun '06 16:21
    Originally posted by aginis
    did you mean 2,3,5,7,11,13,17 ?
    😳, woops ya I did mean 2 not 1, oh well I think my point remains valid.
  8. Indiana
    Joined
    29 May '06
    Moves
    1694
    20 Jun '06 16:22
    Originally posted by TheNinjunny
    😳, woops ya I did mean 2 not 1, oh well I think my point remains valid.
    Then i would be correct in saying the next number is 19. Right?
Back to Top

Cookies help us deliver our Services. By using our Services or clicking I agree, you agree to our use of cookies. Learn More.I Agree