Skip to content
  • Categories
  • Recent
  • Tags
  • Popular
  • World
  • Users
  • Groups
Skins
  • Light
  • Cerulean
  • Cosmo
  • Flatly
  • Journal
  • Litera
  • Lumen
  • Lux
  • Materia
  • Minty
  • Morph
  • Pulse
  • Sandstone
  • Simplex
  • Sketchy
  • Spacelab
  • United
  • Yeti
  • Zephyr
  • Dark
  • Cyborg
  • Darkly
  • Quartz
  • Slate
  • Solar
  • Superhero
  • Vapor

  • Default (No Skin)
  • No Skin
Collapse
Code Project
  1. Home
  2. The Lounge
  3. Puzzled - Puzzle Of The Day :: HINT ADDED

Puzzled - Puzzle Of The Day :: HINT ADDED

Scheduled Pinned Locked Moved The Lounge
questionasp-netcombusiness
38 Posts 9 Posters 0 Views 1 Watching
  • Oldest to Newest
  • Newest to Oldest
  • Most Votes
Reply
  • Reply as topic
Log in to reply
This topic has been deleted. Only users with topic management privileges can see it.
  • R Offline
    R Offline
    Raj Lal
    wrote on last edited by
    #1

    A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

    Quartz... wrote:

    He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

    This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


    Online Project Management
    Universal DBA | Ajax Rating | ExplorerTree -- m

    E L R K J 10 Replies Last reply
    0
    • R Raj Lal

      A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

      Quartz... wrote:

      He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

      This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


      Online Project Management
      Universal DBA | Ajax Rating | ExplorerTree -- m

      L Offline
      L Offline
      leckey 0
      wrote on last edited by
      #2

      Ah-hem, the version I read had rabbits.:)

      R 1 Reply Last reply
      0
      • R Raj Lal

        A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

        Quartz... wrote:

        He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

        This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


        Online Project Management
        Universal DBA | Ajax Rating | ExplorerTree -- m

        E Offline
        E Offline
        Ennis Ray Lynch Jr
        wrote on last edited by
        #3

        Like this puzzle which I have yet to deduce. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

        E R 2 Replies Last reply
        0
        • E Ennis Ray Lynch Jr

          Like this puzzle which I have yet to deduce. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

          E Offline
          E Offline
          Ennis Ray Lynch Jr
          wrote on last edited by
          #4

          The old man likely had 10 sheep or less. Which means each son receives less than ten. Obviously the first son didn't recieve 7 or more because then his brothers would get none or else he would have known the answer (7,2,1). By the same logic we know that the middle son did not get 2 or he would have known the answer same with the youngest. 6,2,2 is not valid because the youngest does not get the least. Therefore 5, 3, 2 is the only available answer assuming the father has 10 sheep. If the father had less than 10 sheep the boys would have known the answer on the first round of questioning. If the oldest son gets less than 5 sheep the father does not have 10 sheep. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

          R J 3 Replies Last reply
          0
          • L leckey 0

            Ah-hem, the version I read had rabbits.:)

            R Offline
            R Offline
            Raj Lal
            wrote on last edited by
            #5

            leckey wrote:

            the version I read had rabbits

            Oh yes, there are lots of different version of the problem but this one has its own twist * * btw sheeps runs farther than the rabbits when ______ is there Omit Needless Words - Strunk, William, Jr.


            Online Project Management
            Universal DBA | Ajax Rating | ExplorerTree

            1 Reply Last reply
            0
            • E Ennis Ray Lynch Jr

              Like this puzzle which I have yet to deduce. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

              R Offline
              R Offline
              Raj Lal
              wrote on last edited by
              #6

              Ennis Ray Lynch, Jr. wrote:

              Like this puzzle which I have yet to deduce

              Thats why the title :) well i have modified the puzzle THE QUESTION IS HOW MANY SHEEP EACH ONE WILL GET Omit Needless Words - Strunk, William, Jr.


              Online Project Management
              Universal DBA | Ajax Rating | ExplorerTree -- modified at 18:17 Thursday 13th July, 2006

              1 Reply Last reply
              0
              • E Ennis Ray Lynch Jr

                The old man likely had 10 sheep or less. Which means each son receives less than ten. Obviously the first son didn't recieve 7 or more because then his brothers would get none or else he would have known the answer (7,2,1). By the same logic we know that the middle son did not get 2 or he would have known the answer same with the youngest. 6,2,2 is not valid because the youngest does not get the least. Therefore 5, 3, 2 is the only available answer assuming the father has 10 sheep. If the father had less than 10 sheep the boys would have known the answer on the first round of questioning. If the oldest son gets less than 5 sheep the father does not have 10 sheep. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

                R Offline
                R Offline
                Raj Lal
                wrote on last edited by
                #7

                :| Omit Needless Words - Strunk, William, Jr.


                Online Project Management
                Universal DBA | Ajax Rating | ExplorerTree

                E 1 Reply Last reply
                0
                • R Raj Lal

                  :| Omit Needless Words - Strunk, William, Jr.


                  Online Project Management
                  Universal DBA | Ajax Rating | ExplorerTree

                  E Offline
                  E Offline
                  Ennis Ray Lynch Jr
                  wrote on last edited by
                  #8

                  That is like saying I am wrong but not giving a reason because it would help others to further deduce a solution. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

                  R 1 Reply Last reply
                  0
                  • R Raj Lal

                    A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

                    Quartz... wrote:

                    He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

                    This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


                    Online Project Management
                    Universal DBA | Ajax Rating | ExplorerTree -- m

                    R Offline
                    R Offline
                    RC_Sebastien_C
                    wrote on last edited by
                    #9

                    Quartz... wrote:

                    He does it again and again each replies, "No"

                    is that 2 full rounds of No answers from all 3 and on the 3rd round the youngest gets it? and... what's the exact question?

                    R 1 Reply Last reply
                    0
                    • R RC_Sebastien_C

                      Quartz... wrote:

                      He does it again and again each replies, "No"

                      is that 2 full rounds of No answers from all 3 and on the 3rd round the youngest gets it? and... what's the exact question?

                      R Offline
                      R Offline
                      Raj Lal
                      wrote on last edited by
                      #10

                      HollyHooo wrote:

                      that 2 full rounds of No answers from all 3

                      yes in the third round the Eldest gets it ,

                      HollyHooo wrote:

                      what's the exact question?

                      The question is to find out how many sheeps each one gets Omit Needless Words - Strunk, William, Jr.


                      Online Project Management
                      Universal DBA | Ajax Rating | ExplorerTree

                      1 Reply Last reply
                      0
                      • E Ennis Ray Lynch Jr

                        That is like saying I am wrong but not giving a reason because it would help others to further deduce a solution. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

                        R Offline
                        R Offline
                        Raj Lal
                        wrote on last edited by
                        #11

                        Ennis Ray Lynch, Jr. wrote:

                        The old man likely had 10 sheep or less.

                        How did you deduce this ? Omit Needless Words - Strunk, William, Jr.


                        Online Project Management
                        Universal DBA | Ajax Rating | ExplorerTree

                        E L J 3 Replies Last reply
                        0
                        • R Raj Lal

                          A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

                          Quartz... wrote:

                          He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

                          This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


                          Online Project Management
                          Universal DBA | Ajax Rating | ExplorerTree -- m

                          K Offline
                          K Offline
                          Kacee Giger
                          wrote on last edited by
                          #12

                          Of course, all good shepherds only count in binary. Therefore, the eldest son gets 10 sheep (the maximum any son could have), the middle son 1 sheep, and the youngest 0 sheep.:laugh:

                          R 1 Reply Last reply
                          0
                          • K Kacee Giger

                            Of course, all good shepherds only count in binary. Therefore, the eldest son gets 10 sheep (the maximum any son could have), the middle son 1 sheep, and the youngest 0 sheep.:laugh:

                            R Offline
                            R Offline
                            Raj Lal
                            wrote on last edited by
                            #13

                            that was funny explaination :) Omit Needless Words - Strunk, William, Jr.


                            Online Project Management
                            Universal DBA | Ajax Rating | ExplorerTree

                            J 1 Reply Last reply
                            0
                            • E Ennis Ray Lynch Jr

                              The old man likely had 10 sheep or less. Which means each son receives less than ten. Obviously the first son didn't recieve 7 or more because then his brothers would get none or else he would have known the answer (7,2,1). By the same logic we know that the middle son did not get 2 or he would have known the answer same with the youngest. 6,2,2 is not valid because the youngest does not get the least. Therefore 5, 3, 2 is the only available answer assuming the father has 10 sheep. If the father had less than 10 sheep the boys would have known the answer on the first round of questioning. If the oldest son gets less than 5 sheep the father does not have 10 sheep. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

                              J Offline
                              J Offline
                              JFarceur
                              wrote on last edited by
                              #14

                              Hum... Being 5-3-2 (10) The last son, having 2, knows for sure that it's 5-3-2, it cannot be 4-4-2, 6-2-2, nor 7-1-2. Being 5-4-1 (10) The second son, having 4, knows for sure it's 5-4-1, it cannot be 6-4-0 Being 5-3-1 (9) The first son, having 5, knows for sure it's 5-3-1, it cannot be 5-4-0 nor 5-2-2 Being 6-2-1 (9) The middle son, having 2, knows for sure it's 6-2-1, it cannot be 7-2-0, nor 5-2-2 If the middle son cannot have as much sheep as it's brothers, maybe he just doesn't have sheep? So the first son knows that his brother has (X - the numbe of sheeps he owns). JFarceur

                              R 1 Reply Last reply
                              0
                              • R Raj Lal

                                that was funny explaination :) Omit Needless Words - Strunk, William, Jr.


                                Online Project Management
                                Universal DBA | Ajax Rating | ExplorerTree

                                J Offline
                                J Offline
                                JFarceur
                                wrote on last edited by
                                #15

                                but impossible since the old man could not own 11 sheeps at the beginning, since it's a crime. JFarceur

                                1 Reply Last reply
                                0
                                • R Raj Lal

                                  Ennis Ray Lynch, Jr. wrote:

                                  The old man likely had 10 sheep or less.

                                  How did you deduce this ? Omit Needless Words - Strunk, William, Jr.


                                  Online Project Management
                                  Universal DBA | Ajax Rating | ExplorerTree

                                  E Offline
                                  E Offline
                                  Ennis Ray Lynch Jr
                                  wrote on last edited by
                                  #16

                                  It was illegal to have more than 10 sheep. The old man is no exception to the law. A man said to the universe: "Sir I exist!" "However," replied the Universe, "The fact has not created in me A sense of obligation." -- Stephen Crane

                                  1 Reply Last reply
                                  0
                                  • R Raj Lal

                                    A guy is owner of a certain number of sheeps for god's sakes and also the father of three sons who for some reason are expert logicians like Cpians So here comes the question Clever as you are will think to yourself, now all this guy needs is to believe he's about to die so that he can make a will to divide the sheeps among the sons, right? Right, Except He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 1. The eldest will inherit the most sheeps 2. The youngest the least 3. Nobody having more than 10 sheeps, which as we all know is a crime. 4. He then whispers in each son's ear how many sheeps he personally will inherit. After that he proceeds from the eldest to the youngest, asking each ALOUD if he can calculate how many sheeps each of his brothers will inherit and each replies, "NO". He does it again and again each replies, "No" But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no') gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit." What's the bet you're already wondering how may sheeps each son will get? QUESTION IS HOW MANY SHEEPS EACH ONE WILL GET easy ????? are you ready to take the challenge ? ha ha ha can you hear me laughing * OK try this easy one Can you tell me the only common word in english literature which has U , F, and A somewhere in the word in the same sequence HINT FOR THE FIRST QUESTION

                                    Quartz... wrote:

                                    He calls them together (the sons, not the sheeps) and tells them how many sheeps (not sons) he owns AND Adds that 3. Nobody having more than 10 sheeps, which as we all know is a crime.

                                    This ONLY says that the sons cannot have more than 10 sheeps nothing else * NO POINTS WITHOUT EXPLAINATION Omit Needless Words - Strunk, William, Jr.


                                    Online Project Management
                                    Universal DBA | Ajax Rating | ExplorerTree -- m

                                    J Offline
                                    J Offline
                                    Joe Caffeine
                                    wrote on last edited by
                                    #17

                                    Unfortunately, the only answer I get to is 5, 3, and 2 with the eldest getting 5 sheep.

                                    R 1 Reply Last reply
                                    0
                                    • J Joe Caffeine

                                      Unfortunately, the only answer I get to is 5, 3, and 2 with the eldest getting 5 sheep.

                                      R Offline
                                      R Offline
                                      Raj Lal
                                      wrote on last edited by
                                      #18

                                      But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no')
                                      gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit."

                                      How do you explain this ? Omit Needless Words - Strunk, William, Jr.


                                      Online Project Management
                                      Universal DBA | Ajax Rating | ExplorerTree

                                      J 1 Reply Last reply
                                      0
                                      • R Raj Lal

                                        Ennis Ray Lynch, Jr. wrote:

                                        The old man likely had 10 sheep or less.

                                        How did you deduce this ? Omit Needless Words - Strunk, William, Jr.


                                        Online Project Management
                                        Universal DBA | Ajax Rating | ExplorerTree

                                        L Offline
                                        L Offline
                                        leppie
                                        wrote on last edited by
                                        #19

                                        Quartz... wrote:

                                        How did you deduce this ?

                                        Because its a crime to have more than 10 sheep! :doh: :doh::doh::-O**

                                        xacc.ide-0.2.0 preview - Now in 100% C# goodness

                                        **-- modified at 18:54 Thursday 13th July, 2006

                                        1 Reply Last reply
                                        0
                                        • R Raj Lal

                                          But then the eldest son on being asked the question once more says, "Yes, each of the last two 'noes' (that's the plural of 'no')
                                          gave me some information, and I now know (no plural of 'knows') how many sheeps each of us will inherit."

                                          How do you explain this ? Omit Needless Words - Strunk, William, Jr.


                                          Online Project Management
                                          Universal DBA | Ajax Rating | ExplorerTree

                                          J Offline
                                          J Offline
                                          Joe Caffeine
                                          wrote on last edited by
                                          #20

                                          neither of the other two knew how many sheeps the eldest had inherited and the yongest did not know how many sheeps the middle son had inherited. the eldest son, knowing how many sheeps he had inherited could deduce the correct number for the other two.

                                          R 1 Reply Last reply
                                          0
                                          Reply
                                          • Reply as topic
                                          Log in to reply
                                          • Oldest to Newest
                                          • Newest to Oldest
                                          • Most Votes


                                          • Login

                                          • Don't have an account? Register

                                          • Login or register to search.
                                          • First post
                                            Last post
                                          0
                                          • Categories
                                          • Recent
                                          • Tags
                                          • Popular
                                          • World
                                          • Users
                                          • Groups