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Thread: Hand Shake Problem

  1. #1
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    Hand Shake Problem

    Ten people (five couples) go to a party and start shaking hands. You
    don't shake your spouse's hand or (of course) your own. One of the
    men, Jake, shouts, "Stop! How many hands did you shake?" Every person
    gives a different answer. Jake's wife is the last to answer. How many
    handshakes does she have?


  2. #2
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    Re: Hand Shake Problem

    There are totally 40 handshakes....

    First couple handshake with other is 8+8 = 16
    Second couple handshake with other except first couple..becuase we already add their handshakes. so ie 6+6 = 12
    Third couple handshakes is 4+4 = 8 (minus the first two couples handshake)
    Fourth couple handshakes is 2+2 = 4 (minus the first three couples handshake)
    Last couple handshakes is 0+0 = 0 (minus the first four couples handshake)

    so total 16+12+8+4 = 40..

    -------------------
    suresh


  3. #3
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    Re: Hand Shake Problem

    I think the answer is 30


  4. #4
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    Re: Hand Shake Problem

    It looks like you guys have not read the question completely...


  5. #5
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    Re: Hand Shake Problem

    May be the answer is 8 or 0. Suppose she went to handshake all the couples then her count is 8 Or if all the couples has came and handshake her then her count is 0.

    I am not clear what james ask here....

    -----------------
    suresh


  6. #6
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    Re: Hand Shake Problem

    Quote Originally Posted by jamesravid View Post
    It looks like you guys have not read the question completely...
    u reply this question.


  7. #7
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    Re: Hand Shake Problem

    i think the answer may be 0 to 8. if she starts to handshake first then her count is 8. next her count is 7,etc..at last her count is 0.

    Here the doubt is when she start her handshake.??

    plz james give me a clue...


  8. #8
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    Re: Hand Shake Problem

    OK... Here are the clues,

    Ten people (five couples) go to a party and start shaking hands...One of the
    men, Jake, shouts, "Stop! How many hands did you shake?" Every person
    gives a different answer


    that implies...the person, Jake, stopped every one when they are in the process of shaking hands with others.

    Every person gives a different answer

    all of them have not shaken hands with each other...

    Another important clue...Jake have got diff answers from 9 people and maximum number of hand shakes a person can have is 8 and minimum is 0.

    Hope this will help a lot to proceed further...


  9. #9
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    Re: Hand Shake Problem

    Here is the answer for your question....

    So according to james clue there are 9 different answers....It means the only possible answers are 0,1,2,3,4,5,6,7,8.

    The person who answers 8 has shaken hands at least with the persons that have answered 1, 2, ..., 7. That's only 7 persons, so she or he has shaken hands with Jake's wife too. This also means that the person who answers 0 is the only one who has not shaken hands with the person who answered 8, so they must be a couple.

    So we eliminate that couple. Now totally 8 peoples left.Originally, the 7 persons in this group answered 1, 2, 3, 4, 5, 6, 7. All these people have shaken hands with the person who answered 8 and none of them has shaken hands with the person who answered 0. So when restricting themselves to the new group, they would have answered: 0, 1, 2, 3, 4, 5 and 6.

    If we eliminate like this then finally we have a couple of jake. We can conclude that Jake's wife has shaken hands with 4 people. Because we will eliminate the four couples.

    ---------------------
    suresh

    Last edited by psuresh1982; 08-07-2007 at 10:35 AM.

  10. #10
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    Re: Hand Shake Problem

    the qns is not clear that james asked


  11. #11
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    Re: Hand Shake Problem

    Jakes Wife had shaken hands with 4 persons


  12. #12
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    Re: Hand Shake Problem

    There are total 10 members. Based on the condition no one make more than 8 handshakes. That means possible hand shakes are 0 to 8, i.e. Maximum 9 different answers will come. According to the question, all 10 members said different answers, but we cant get more than 9 different answers. Don't you think the question itself is contradicting????


  13. #13
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    Re: Hand Shake Problem

    answer is 4.

    up to jack's wife all have given different answers. JACK and his wife had given equally 4 shake hands.
    couple1(0-8), couple2(1-7),couple3(2-6), couple4(3-5),
    couple5(4-4) this the jack's couple


  14. #14
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    Re: Hand Shake Problem

    totally 40 handshakes. . .


  15. #15
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    Re: Hand Shake Problem

    hello sir,
    in my opinion it may be 8........

    regards
    ruparam

    Last edited by rrsain; 09-20-2008 at 08:41 AM. Reason: error correction

  16. #16
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    Re: Hand Shake Problem

    hi james

    As per my view the answer is 0

    thanks
    Deepasree


  17. #17
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    Re: Hand Shake Problem

    hi james,

    I think its only jakes wife that we're talking about and since shes the last one to answer i guess its none


  18. #18
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    Re: Hand Shake Problem

    hi james,
    i think that the answer is 8,which most of our friends did say,is it right?


  19. #19
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    Re: Hand Shake Problem

    Hi,

    The answer would be 40.
    10 people --handshake.
    For a single hand shake, we need 2 hands. Totally there were 10 people
    So, 10C2= (10 * 9 )/(1 * 2)
    = 45
    But, No couple shake their hands.
    So, deduct 5 from 45
    =40

    Cheers,
    Sharmee


  20. #20
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    Re: Hand Shake Problem

    I think answer is 2
    Is it right????????


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