#config clearmemory
#config complexoff
#config angledeg

// This script can be used calculate the
// dotproduct of two vectors.
// To use it, first press the run button here.
// Then you can run the script as often as you want by
// pressing the run button of the script console.
// Press the kill-button to stop the script.d
//
// Feel free to read or modify this code.
// For further examples and more information, please
// visit http://extcalc-linux.sourceforge.net/
//



A=0;           //first vector
B=0;           //second vector
C=0;           //dimensions of the vectors
D=0;           //Absolute first vector
E=0;           //Absolute second vector
F=0;           //dotproduct

G=0;           //general loop counter
H=0;           //general status variable
I=0;           //general input variable

//request lines first matrix
clear;

print("\n********** Dotproduct **********\n");
print("\n\nInsert dimensions of the vectors: ");

while(1)
{
  C=(int)getline;
  if(C<1 || C>=20)
    print("\nDimension number must be greather than 0 and less than 20\n");
  else break;
}
clear;


  G[1]=0;
  H=0;
  while(1)
  {
    setcursor(0,0);
    print("\n********** Dotproduct **********\n");
    print("\n     Vector 1     .      Vector2");

    for(G[0]=0; G[0]<C; G[0]=G[0]+1)
    {
        setcursor(5,G[0]+5);
        if(G[0]==G[1] && H==0)
          print("---");
        else print(A[G[0]]);
    }

    for(G[0]=0; G[0]<C; G[0]=G[0]+1)
    {
        setcursor(25,G[0]+5);
        if(G[0]==G[1] && H==1)
          print("---");
        else print(B[G[0]]);
    }
    print("\n\nInsert Element ");
    print(G[1]+1);
    print(" of Vector ");
    print(H+1);
    print(" : ");
    I=getline;
    clear;
    setcursor(0,C+9);
    if(I[0]!=0)
    {
      if(H==0)
        A[G[1]]=(float)I;
      else B[G[1]]=(float)I;
    }

    G[1]=G[1]+1;

    if(G[1]==C)
    {
      G[1]=0;
      if(H==0)
        H=1;
      else H=0;
    }

    print("Dotrproduct:\t\t");
    F=A[]sprodB[];
    print(F);

    D=0;
    E=0;
    for(G[0]=0; G[0]<C; G[0]=G[0]+1)
    {
      D=D+A[G[0]]^2;
      E=E+B[G[0]]^2;


    }

    D=sqrtD;
    E=sqrtE;
    print("\nAbsolute Vector 1:\t");
    print(D);
    print("\nAbsolute Vector 2:\t");
    print(E);






    print("\nAngle in degrees:\t");
    print(acos(F/(D*E)));
    


  }