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WHATS THE ANSWER

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  1. #1
    gabe's Avatar
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    Default WHATS THE ANSWER

    Consider a set of m distinct positive integers. What’s the largest integer, d,
    that when divided into the m integers is guaranteed to produce at least one
    pair of results with the same remainder? Explain.
  2. #2
    gabe's Avatar
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    d= m - 1? i think that makes sense
  3. #3
    Do your own homework.
    Ship It
  4. #4
    gabe's Avatar
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    studying, not hw
  5. #5
    you forgot to explain your answer though
    "If you can't say f*ck, you can't say f*ck the government" - Lenny Bruce
  6. #6
    gabe's Avatar
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    "Ooooh, a sarcasm detector. Oh thats a REAl useful invention." - Comic book guy.

    i used to always quote that line myself...but you have to mention how theres a sarcasm overload after he says that
  7. #7
    Do you mean your set of numbers run from 1,2,3,..,m-1,m? Because the way you phrased it m sounds like the number of integers in your set.
  8. #8
    The range of possible remainders go from 0 to d-1 (remainder can't be equal or bigger than d else the quotient would be 1 more). So if we want a remainder to appear more than once we would need to have more numbers than the possible number of remainders. Since the range of possible remainders (0 to d-1) contains d numbers we need to have d+1 numbers. So if our set of numbers goes from 1..m we have m numbers and d=m-1, if our set of numbers go from 0..m we have m+1 numbers and d=m.
  9. #9
    gabe's Avatar
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    theres the reasoning alright....i knew you were good for something arkana

    i owe you a favor now if something like that shows up as a question
  10. #10
    a500lbgorilla's Avatar
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    himself fucker.
    "Hey, what did you get for number 6?"

    "Oh, yah, I got the sum of engineering can lick my sack."
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  11. #11
    Halv's Avatar
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    42.
  12. #12
    thenonsequitur's Avatar
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    Quote Originally Posted by HalvSame
    42.
    Yes, but what's the question?
  13. #13
    Halv's Avatar
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    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by HalvSame
    42.
    Yes, but what's the question? <-----------
    That, my friend, is the question .
  14. #14
    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by HalvSame
    42.
    Yes, but what's the question?
    What is 6 by 9?
    Ship It
  15. #15
    Quote Originally Posted by takesix
    What is 6 by 9?
    My rubber cell after this thread.
  16. #16
    Quote Originally Posted by Trainer_jyms
    Quote Originally Posted by takesix
    What is 6 by 9?
    My rubber cell after this thread.
    powned.
    Ship It
  17. #17
    thenonsequitur's Avatar
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    Quote Originally Posted by takesix
    What is 6 by 9?
    54?
  18. #18
    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by takesix
    What is 6 by 9?
    54?
    Wrong.
    Ship It
  19. #19
    thenonsequitur's Avatar
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    Quote Originally Posted by takesix
    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by takesix
    What is 6 by 9?
    54?
    Wrong.
    Not my fault I learned math in base 10.
  20. #20
    6' by 9' = 54 sq/ft

    6" by 9" = 4' 6"

    6 by 9 or 6/9 = .66666666666666666666666666667

    or big red would say 6 by 9 is 69 which is self explanitory.
  21. #21
    Lukie's Avatar
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    seriously gabe, you're studying when you could be ballin' at 25/50 with hal or building sweaters. I'm disappointed in you.
  22. #22
    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by takesix
    Quote Originally Posted by thenonsequitur
    Quote Originally Posted by takesix
    What is 6 by 9?
    54?
    Wrong.
    Not my fault I learned math in base 10.
    base 13 ftw
    Ship It
  23. #23
    gabe's Avatar
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    Quote Originally Posted by Lukie
    seriously gabe, you're studying when you could be ballin' at 25/50 with hal or building sweaters. I'm disappointed in you.
    actually i was playing 25/50 while doing this, only made 1 stack though
  24. #24
    spoonitnow's Avatar
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    Quote Originally Posted by gabe
    d= m - 1? i think that makes sense
    That's correct.

    Consider the biggest case for m relative to d. If the m numbers are {d+1, d+2, d+3....d+d}, then each of these divided by d will give different remainders, namely {1, 2, 3....d}, and m = d. If m is any bigger (or d is any smaller) then you'll have two numbers with the same remainder when divided by d, so you can say d = m - 1 to satisfy your question.
  25. #25
    Quote Originally Posted by spoonitnow
    Quote Originally Posted by gabe
    d= m - 1? i think that makes sense
    That's correct.

    Consider the biggest case for m relative to d. If the m numbers are {d+1, d+2, d+3....d+d}, then each of these divided by d will give different remainders, namely {1, 2, 3....0}, and m = d. If m is any bigger (or d is any smaller) then you'll have two numbers with the same remainder when divided by d, so you can say d = m - 1 to satisfy your question.
    FYP

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