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Log

 Method with 2 overloads

• Log​(AngouriMath.​Entity,​AngouriMath.​Entity)

  Summary

  https://en.wikipedia.org/wiki/Logarithm

  Parameter "base"

  Base node of logarithm

  Parameter "x"

  Argument node of logarithm

  Returns

  Logarithm node

  Example

  using System;
  using static AngouriMath.MathS;
  Console.WriteLine(Log(2, 16));
  Console.WriteLine(Log(2, 16).Evaled);
  Console.WriteLine(Log(3, 81));
  Console.WriteLine(Log(3, 81).Evaled);
  Console.WriteLine(Log(10, 1000));
  Console.WriteLine(Log(10, 1000).Evaled);
  Console.WriteLine(Log(1000));
  Console.WriteLine(Log(1000).Evaled);
  Console.WriteLine(Ln(e.Pow(16)));
  Console.WriteLine(Ln(e.Pow(16)).Evaled);

  
  Prints
  

  log(2, 16)
  4
  log(3, 81)
  4
  log(10, 1000)
  3
  log(10, 1000)
  3
  ln(e ^ 16)
  16

• Log​(AngouriMath.​Entity)

  Summary

  This is 10-based logarithm.
  https://en.wikipedia.org/wiki/Logarithm

  Parameter "x"

  Argument node of logarithm

  Returns

  Logarithm node

  Example

  using System;
  using static AngouriMath.MathS;
  Console.WriteLine(Log(2, 16));
  Console.WriteLine(Log(2, 16).Evaled);
  Console.WriteLine(Log(3, 81));
  Console.WriteLine(Log(3, 81).Evaled);
  Console.WriteLine(Log(10, 1000));
  Console.WriteLine(Log(10, 1000).Evaled);
  Console.WriteLine(Log(1000));
  Console.WriteLine(Log(1000).Evaled);
  Console.WriteLine(Ln(e.Pow(16)));
  Console.WriteLine(Ln(e.Pow(16)).Evaled);

  
  Prints
  

  log(2, 16)
  4
  log(3, 81)
  4
  log(10, 1000)
  3
  log(10, 1000)
  3
  ln(e ^ 16)
  16

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