public void calculateRoots(ref int[] tab, ref double err, ref double delta, ref List <Complex> results)
{
Square pier;
if (err == 0)
{
pier = new squareNormal();
}
else if (err > 0.1)
{
pier = new squareNewton(err);
}
else
{
pier = new squareHeron(err);
}
if (tab[0] == 0 || delta == 0)
{
if (results[0].Real >= 0)
{
double x1r = pier.calculateSquare(results[0].Real);
double x2r = -(x1r);
results[0] = new Complex(x1r, 0);
results[1] = new Complex(x2r, 0);
}
else
{
double x1u = pier.calculateSquare(Math.Abs(results[0].Real));
double x2u = -(x1u);
results[0] = new Complex(0, x1u);
results[1] = new Complex(0, x2u);
}
}
else
{
if (delta > 0)
{
if (results[0].Real >= 0)
{
double x1r = pier.calculateSquare(results[0].Real);
double x3r = -(x1r);
results[0] = new Complex(x1r, 0);
results[2] = new Complex(x3r, 0);
}
else
{
double x1u = pier.calculateSquare(Math.Abs(results[0].Real));
double x3u = -(x1u);
results[0] = new Complex(0, x1u);
results[2] = new Complex(0, x3u);
}
if (results[1].Real >= 0)
{
double x2r = pier.calculateSquare(results[1].Real);
double x4r = -(x2r);
results[1] = new Complex(x2r, 0);
results[3] = new Complex(x4r, 0);
}
else
{
double x2u = pier.calculateSquare(Math.Abs(results[1].Real));
double x4u = -(x2u);
results[1] = new Complex(0, x2u);
results[3] = new Complex(0, x4u);
}
}
else if (delta < 0)
{
double tmp = results[0].Real;
double x1r = pier.calculateSquare((pier.calculateSquare(Math.Pow(results[0].Real, 2) + Math.Pow(results[0].Imaginary, 2)) + results[0].Real) / 2);
double x1u = -pier.calculateSquare((pier.calculateSquare(Math.Pow(tmp, 2) + Math.Pow(results[0].Imaginary, 2)) - tmp) / 2);
double x3r = -(x1r);
double x3u = -(x1u);
double tmp2 = results[1].Real;
double x2r = pier.calculateSquare((pier.calculateSquare(Math.Pow(results[1].Real, 2) + Math.Pow(results[1].Imaginary, 2)) + results[1].Real) / 2);
double x2u = pier.calculateSquare((pier.calculateSquare(Math.Pow(tmp2, 2) + Math.Pow(results[1].Imaginary, 2)) - tmp2) / 2);
double x4r = -(x2r);
double x4u = -(x2u);
results[0] = new Complex(x1r, x1u);
results[1] = new Complex(x2r, x2u);
results[2] = new Complex(x3r, x3u);
results[3] = new Complex(x4r, x4u);
}
}
}
static void equating()
{
int[] tab = new int[3];
List <Complex> results = new List <Complex>();
Complex x1 = new Complex();
Complex x2 = new Complex();
Complex x3 = new Complex();
Complex x4 = new Complex();
results.Add(x1);
results.Add(x2);
results.Add(x3);
results.Add(x4);
double sr = 0, su = 0, rr = 0, ru = 0;
double err, pdelta;
Console.Write("Podaj a: ");
tab[0] = int.Parse(Console.ReadLine());
Console.Write("Podaj b: ");
tab[1] = int.Parse(Console.ReadLine());
Console.Write("Podaj c: ");
tab[2] = int.Parse(Console.ReadLine());
Equating equ = new Equating();
equ.showEquation(ref tab);
double delta = 0;
Console.Write("Podaj err: ");
err = double.Parse(Console.ReadLine());
Square pier;
if (err == 0)
{
pier = new squareNormal();
}
else if (err > 0.1)
{
pier = new squareNewton(err);
}
else
{
pier = new squareHeron(err);
}
if (tab[0] == 0)
{
if (tab[1] != 0)
{
double x1r = (-tab[2] * 1.0 / tab[1]) * (1.0);
results[0] = new Complex(x1r, 0);;
equ.calculateRoots(ref tab, ref err, ref delta, ref results);
equ.showResults(ref tab, ref delta, ref results, ref sr, ref su, ref rr, ref ru);
}
if (tab[1] == 0 && tab[2] != 0)
{
Console.Write("Rownanie sprzeczne. \n");
}
if (tab[1] == 0 && tab[2] == 0)
{
Console.Write("Rownanie tozsamosciowe. \n");
}
}
else
{
delta = equ.calculateDelta(ref tab);
if (delta > 0)
{
pdelta = pier.calculateSquare(delta);
double x1r = ((-tab[1] - pdelta) / (2.0 * tab[0])) * (1.0);
double x2r = ((-tab[1] + pdelta) / (2.0 * tab[0])) * (1.0);
results[0] = new Complex(x1r, 0);;
results[1] = new Complex(x2r, 0);;
Console.Write("x1r = {0}\nx2r = {1}\n", x1r, x2r);
equ.calculateRoots(ref tab, ref err, ref delta, ref results);
equ.showResults(ref tab, ref delta, ref results, ref sr, ref su, ref rr, ref ru);
}
else if (delta < 0)
{
pdelta = pier.calculateSquare(Math.Abs(delta));
double x1r = ((-tab[1]) / (2.0 * tab[0])) * 1.0;
double x2r = x1r;
double x1u = ((-pdelta) / (2.0 * tab[0])) * 1.0;
double x2u = -x1u;
results[0] = new Complex(x1r, x1u);
results[1] = new Complex(x2r, x2u);
equ.calculateRoots(ref tab, ref err, ref delta, ref results);
equ.showResults(ref tab, ref delta, ref results, ref sr, ref su, ref rr, ref ru);
}
else if (delta == 0)
{
if (tab[0] == 0 && tab[1] == 0)
{
Console.Write("Nie ma rozwiazan.\n");
}
else
{
double x1r = ((-tab[1]) / (2.0 * tab[0])) * (1.0);
equ.calculateRoots(ref tab, ref err, ref delta, ref results);
equ.showResults(ref tab, ref delta, ref results, ref sr, ref su, ref rr, ref ru);
}
}
}
}