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Fair way to split coins


The Tricky Tunnels!Do I feel lucky? Well, do ya, punk?Logic problem about five thieves3 gates and a drop of acidMy Friend, 4 kids and gold and silver coinsSum of secret numbers is 1015 Pirate Puzzle QuestionCut cut cut… the rope!Assets Split PuzzleEight coins for the fair king













1












$begingroup$



Alice and Bob went walking in the desert.
Alice had two gallons of water and Bob had three gallons.
They met Charlie who had no water at all and they all (Alice, Bob, and Charlie) shared the five gallons of water evenly.
As a token of his gratitude, Charlie gave them five gold coins.
What is the fair way to split these five coins?




Source: Ponder This






logical-deduction money







share|improve this question









$endgroup$
















    1












    $begingroup$



    Alice and Bob went walking in the desert.
    Alice had two gallons of water and Bob had three gallons.
    They met Charlie who had no water at all and they all (Alice, Bob, and Charlie) shared the five gallons of water evenly.
    As a token of his gratitude, Charlie gave them five gold coins.
    What is the fair way to split these five coins?




    Source: Ponder This






    logical-deduction money







    share|improve this question









    $endgroup$














      1












      1








      1





      $begingroup$



      Alice and Bob went walking in the desert.
      Alice had two gallons of water and Bob had three gallons.
      They met Charlie who had no water at all and they all (Alice, Bob, and Charlie) shared the five gallons of water evenly.
      As a token of his gratitude, Charlie gave them five gold coins.
      What is the fair way to split these five coins?




      Source: Ponder This






      logical-deduction money







      share|improve this question









      $endgroup$





      Alice and Bob went walking in the desert.
      Alice had two gallons of water and Bob had three gallons.
      They met Charlie who had no water at all and they all (Alice, Bob, and Charlie) shared the five gallons of water evenly.
      As a token of his gratitude, Charlie gave them five gold coins.
      What is the fair way to split these five coins?




      Source: Ponder This






      logical-deduction money




      logical-deduction money






      share|improve this question













      share|improve this question











      share|improve this question




      share|improve this question










      asked 1 hour ago









      OHOOHO

      62




      62




















          1 Answer
          1






          active

          oldest

          votes


















          5












          $begingroup$

          Alice has 6/3 gallons of water. Bob has 9/3 gallons of water.



          After sharing the five gallons of water evenly,




          Alice has given Charlie 1/3 gallons of water and Bob has given him 4/3 gallons of water.




          As such, I believe Alice should get




          1 gold coin




          and Bob




          the other four - the effective trade is 1 gold coin for 1/3 gallons of water, here.







          share|improve this answer









          $endgroup$












            Your Answer





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            1 Answer
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            active

            oldest

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            1 Answer
            1






            active

            oldest

            votes









            active

            oldest

            votes






            active

            oldest

            votes









            5












            $begingroup$

            Alice has 6/3 gallons of water. Bob has 9/3 gallons of water.



            After sharing the five gallons of water evenly,




            Alice has given Charlie 1/3 gallons of water and Bob has given him 4/3 gallons of water.




            As such, I believe Alice should get




            1 gold coin




            and Bob




            the other four - the effective trade is 1 gold coin for 1/3 gallons of water, here.







            share|improve this answer









            $endgroup$

















              5












              $begingroup$

              Alice has 6/3 gallons of water. Bob has 9/3 gallons of water.



              After sharing the five gallons of water evenly,




              Alice has given Charlie 1/3 gallons of water and Bob has given him 4/3 gallons of water.




              As such, I believe Alice should get




              1 gold coin




              and Bob




              the other four - the effective trade is 1 gold coin for 1/3 gallons of water, here.







              share|improve this answer









              $endgroup$















                5












                5








                5





                $begingroup$

                Alice has 6/3 gallons of water. Bob has 9/3 gallons of water.



                After sharing the five gallons of water evenly,




                Alice has given Charlie 1/3 gallons of water and Bob has given him 4/3 gallons of water.




                As such, I believe Alice should get




                1 gold coin




                and Bob




                the other four - the effective trade is 1 gold coin for 1/3 gallons of water, here.







                share|improve this answer









                $endgroup$



                Alice has 6/3 gallons of water. Bob has 9/3 gallons of water.



                After sharing the five gallons of water evenly,




                Alice has given Charlie 1/3 gallons of water and Bob has given him 4/3 gallons of water.




                As such, I believe Alice should get




                1 gold coin




                and Bob




                the other four - the effective trade is 1 gold coin for 1/3 gallons of water, here.








                share|improve this answer












                share|improve this answer



                share|improve this answer










                answered 51 mins ago









                BraeghBraegh

                4437




                4437



























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