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    Author Topic: Convoluted mathmatics  (Read 868 times)

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    Offlinematzie

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    Convoluted mathmatics
    « on: July 23, 2017, 07:01:11 PM »
    If you are bored and like programming/math problems. These are some questions you can answer yourself =]


    Problem: Given an upper bound x, for all values v, v=floor(Pi*10^i) | for i=0 to x
    Find the number of values(v) that are:
    • Prime
    • Co-Prime
    • Prime, including subsets of the integer(EX. 314 would check 14 and 4)
    • Co-Prime, including subsets of the integer(EX. 3141 would check 141, which is 3*47, a co-prime)
    Example:
    x = 5
    Pi5= 3.1415
    v0 = floor(3.1415*10^0) = 3
    v1 = floor(3.1415*10^1) = 31
    v2 = floor(3.1415*10^2) = 314
    v3 = ... = 3141
    v4 = ... = 31415

    Prime:(2)
    3,31
    Co-Prime:0
    none
    Prime w/ substring: 3
    3,31,41
    Co-prime w/ substring:1
    141
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