math pornographers answer this question

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  • L-Pink
    working on my tan
    • Mar 2005
    • 39151

    #1

    math pornographers answer this question

    There are n cocks in a hotel for a gang bang. Six of the cocks are white. The rest of the cocks are black.

    Hanna the nasty slut takes a cock from the line waiting to jerk off on her face and deep-throats it. She eats the load. Hanna then takes a random cock from the line waiting to throw chowder on her face and gobbles it like an Ethiopian eating at Denny's.

    The probability Hanna sucked two white cocks dry is 1/3. Show how many inches of black cock are in the room bbc2-n-90=0


    .
  • PornoPlopedia
    Curing asexual impotence
    • Mar 2014
    • 465

    #2
    Originally posted by L-Pink
    There are n cocks in a hotel for a gang bang. Six of the cocks are white. The rest of the cocks are black.

    Hanna the nasty slut takes a cock from the line waiting to jerk off on her face and deep-throats it. She eats the load. Hanna then takes a random cock from the line waiting to throw chowder on her face and gobbles it like an Ethiopian eating at Denny's.

    The probability Hanna sucked two white cocks dry is 1/3. Show how many inches of black cock are in the room bbc2-n-90=0


    .
    Total Cocks = N
    6= White
    N-6= Black
    Hanna used 2 cocks for her Gang Bang
    P(Dick 1 is white)*P(Dick 2 is white) = 1/3

    P(1st dick was white)= 6/N
    P(2nd White) = (6-1)/(N-1)
    So:
    (6/N)*(5/N-1)= 1/3
    Solving for N
    90/(N^2-N)= 1

    Hence the mathematical answer is: N2-N-90 = 0

    However, I do not stop here and will prove your theory right
    -------------------------------------
    Now to the Subjective part:


    Assuming That a BBC is much much longer than a White man's dick aka WMC
    Hence White men's cock is assumed to be negligible ~ 0
    So N = Black cock only

    Hence N and BBC are interchangeable so (BBC)^2-BBC-90 = 0

    So BBC= 10 Inches !

    I cannot believe I even tried this
    damn I am bored
    I buy my traffic from


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