public Complex(double m, double a, bool w)//Constructive method for modulus argument.
{
argument = MAL.Round(a, InstantiationDecimals);
modulus = MAL.Round(m, InstantiationDecimals);
real = MAL.Round((m * MAL.Cos(a)), InstantiationDecimals);
imaginary = MAL.Round((m * MAL.Sin(a)), InstantiationDecimals);
}
public Complex(double r, double i)
{
real = MAL.Round(r, InstantiationDecimals);
imaginary = MAL.Round(i, InstantiationDecimals);
modulus = MAL.Round(getModulus(), InstantiationDecimals);
argument = MAL.Round(getArgument(), InstantiationDecimals);
}
public string outputRealImaginary()
{
string realImag;
if (imaginary < 0)
{
realImag = Convert.ToString(MAL.Round(real, OutputDecimals)) + Convert.ToString(MAL.Round(imaginary, OutputDecimals)) + "i";
}
else
{
realImag = Convert.ToString(MAL.Round(real, OutputDecimals)) + " + " + Convert.ToString(MAL.Round(imaginary, OutputDecimals)) + "i";
}
return(realImag);
}
public string outputModulusArgument()
{
string modulusArgument = Convert.ToString(MAL.Round(modulus, OutputDecimals)) + "(cos" + Convert.ToString(MAL.Round(argument, OutputDecimals)) + " + isin" + Convert.ToString(MAL.Round(argument, OutputDecimals)) + ")";
return(modulusArgument);
}
