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SolveSystem

 Method with 8 overloads

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​ValueTuple{System.​String,​System.​String}},​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 9 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a", "f - 5 * a", "g - 6 * a", "h - 7 * a", "j - 8 * a", "k - 9 * a").SolveSystem("a", "b", "c", "d", "f", "g", "h", "j", "k");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4, 5, 6, 7, 8, 9], [-1, -2, -3, -4, -5, -6, -7, -8, -9]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​ValueTuple{System.​String}},​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 8 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a", "f - 5 * a", "g - 6 * a", "h - 7 * a", "j - 8 * a").SolveSystem("a", "b", "c", "d", "f", "g", "h", "j");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4, 5, 6, 7, 8], [-1, -2, -3, -4, -5, -6, -7, -8]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String},​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 7 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a", "f - 5 * a", "g - 6 * a", "h - 7 * a").SolveSystem("a", "b", "c", "d", "f", "g", "h");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4, 5, 6, 7], [-1, -2, -3, -4, -5, -6, -7]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String},​System.​String,​System.​String,​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 6 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a", "f - 5 * a", "g - 6 * a").SolveSystem("a", "b", "c", "d", "f", "g");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4, 5, 6], [-1, -2, -3, -4, -5, -6]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String,​System.​String},​System.​String,​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 5 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a", "f - 5 * a").SolveSystem("a", "b", "c", "d", "f");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4, 5], [-1, -2, -3, -4, -5]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String,​System.​String},​System.​String,​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 4 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a", "d - 4 * a").SolveSystem("a", "b", "c", "d");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3, 4], [-1, -2, -3, -4]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String,​System.​String},​System.​String,​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 3 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a", "c - 3 * a").SolveSystem("a", "b", "c");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2, 3], [-1, -2, -3]]

• SolveSystem​(System.​ValueTuple{System.​String,​System.​String},​System.​String,​System.​String)

  Summary

  Solves a given set of arbitrary equations

  Returns

  A tensor whose width is 2 columns long or null if no solutions were found

  Example

  The answer has one row per solution and one column per variable, in the order the
  variables were named:
  

  var solutions = ("a^2 - 1", "b - 2 * a").SolveSystem("a", "b");
  Console.WriteLine(solutions);

  
  Prints
  

  [[1, 2], [-1, -2]]