Zero, One, Two, Three,












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$begingroup$


Find a solution to the following system of simultaneous equations. All letters stand for integers (positive, zero, or negative), and different letters are different integers.



The preferred solution will be the one in which the difference between the largest and smallest of the values is the least.



C+E+R+O = 0



U+N+O = 1



D+O+S = 2



T+R+E+S = 3



C+U+A+T+R+O = 4



C+I+N+C+O = 5



S+E+I+S = 6



S+I+E+T+E = 7



O+C+H+O = 8



N+U+E+V+E = 9



D+I+E+Z = 10






mathematics arithmetic







share|improve this question











$endgroup$

















    0












    $begingroup$


    Find a solution to the following system of simultaneous equations. All letters stand for integers (positive, zero, or negative), and different letters are different integers.



    The preferred solution will be the one in which the difference between the largest and smallest of the values is the least.



    C+E+R+O = 0



    U+N+O = 1



    D+O+S = 2



    T+R+E+S = 3



    C+U+A+T+R+O = 4



    C+I+N+C+O = 5



    S+E+I+S = 6



    S+I+E+T+E = 7



    O+C+H+O = 8



    N+U+E+V+E = 9



    D+I+E+Z = 10






    mathematics arithmetic







    share|improve this question











    $endgroup$















      0












      0








      0





      $begingroup$


      Find a solution to the following system of simultaneous equations. All letters stand for integers (positive, zero, or negative), and different letters are different integers.



      The preferred solution will be the one in which the difference between the largest and smallest of the values is the least.



      C+E+R+O = 0



      U+N+O = 1



      D+O+S = 2



      T+R+E+S = 3



      C+U+A+T+R+O = 4



      C+I+N+C+O = 5



      S+E+I+S = 6



      S+I+E+T+E = 7



      O+C+H+O = 8



      N+U+E+V+E = 9



      D+I+E+Z = 10






      mathematics arithmetic







      share|improve this question











      $endgroup$




      Find a solution to the following system of simultaneous equations. All letters stand for integers (positive, zero, or negative), and different letters are different integers.



      The preferred solution will be the one in which the difference between the largest and smallest of the values is the least.



      C+E+R+O = 0



      U+N+O = 1



      D+O+S = 2



      T+R+E+S = 3



      C+U+A+T+R+O = 4



      C+I+N+C+O = 5



      S+E+I+S = 6



      S+I+E+T+E = 7



      O+C+H+O = 8



      N+U+E+V+E = 9



      D+I+E+Z = 10






      mathematics arithmetic




      mathematics arithmetic






      share|improve this question















      share|improve this question













      share|improve this question




      share|improve this question








      edited 12 mins ago







      Bernardo Recamán Santos

















      asked 22 mins ago









      Bernardo Recamán SantosBernardo Recamán Santos

      2,7011348




      2,7011348






















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