//Michael G Stebbins.                                           
//Member function definitions for complex class.
//This program Adds, Subtracts  and multiplys complex numbers.
//Checks for data size


#include<iostream.h>
#include<iomanip.h>
#include"Complex.h"

complex::complex(double w1, double x1, double y1, double z1, double t1, double t2)
{
  w=w1, x=x1, y=y1, z=z1, total1=t1, total2=t2;
}

complex::~complex()//destructor not needed but used
{
  cout<<"\tObjects destroyed are <total1>= "<<total1
	<<"\n\t\t\t      <total2>= "<<total2
	<<"\n\t\t\t       Real1= "<<w
	<<"\n\t\t\t       Real2= "<<x
	<<"\n\t\t\t       Imaginary1= "<<y
	<<"\n\t\t\t       imaginary2= "<<z<<endl; 
}

void complex::setValues(double w1, double x1, double y1, double z1)//default
{
  L= -10000000 ;
  H= 10000000;
  cout.setf(ios::fixed, ios::floatfield);
  cout.setf(ios::showpoint);
  
  if((w1< L)||(x1< L)||(y1< L)||(z1 <=L)||(w1> H)||(x1> H)||(y1> H)||(z1> H)) //out of bounds
  {																			  //chk
	cout<<"\n\n\t\t*****ERROR!!!!! ERROR!!!!! ERROR!!!!!*****";
	cout<<"\n\nData must be > "<< L <<" or < than "<< H <<"\n";
	cout<<"The following entries are out of bounds\n\n";
	
	if((w1 < L)||(w1 > H))
	{
	  cout<<"\tThe first real number: "<<w1<<" was reset to (0)\n";
	}
	
	if((x1 < L)||(x1 > H))
	{
	  cout<<"\tThe second real number: "<<x1<<" was reset to (0)\n";
	}
	if((y1 < L)||(y1 > H))
	{
	  cout<<"\tThe first imaginary number: "<<y1<<" was reset to (0)\n";
	}
	
	if((1 < L)||(z1 > H))
	{
	  cout<<"\tThe second imaginary number: "<<z1<<" was reset to (0)\n";
	}
	cout<<"\n\t*****THE TOTALS BELOW ARE NOT ACCURATE DUE TO RESET OF DATA*****.";
	
  }
  
  w = ( ((w1 > L)&&(w1 < H)) ?  w1 : 0);//set to 0 if out of bounds
  x = ( ((x1 > L)&&(x1 < H)) ?  x1 : 0);
  y = ( ((y1 > L)&&(y1 < H)) ?  y1 : 0);
  z = ( ((z1 > L)&&(z1 < H)) ?  z1 : 0);
}


void complex::choice0(double w1, double x1, double y1, double z1)//Add 
{
  setValues(w1,x1,y1,z1);
  total1 = (w + x);
  total2 = (y + z);
}


void complex::choice1(double w1, double x1, double y1, double z1)//subtract
{
  setValues(w1,x1,y1,z1);
  total1 = (w - x);
  total2 = (y - z);
}

void complex::choice2(double w1, double x1, double y1, double z1)//Multiply
{
  setValues(w1,x1,y1,z1);
  total1 = ((w * x)+((y * z) * (-1)));
  total2 = ((x * y)+(w * z));
}

double complex::getTotal1()//get total 1
{
  return total1;
}
double complex::getTotal2()//get total 2
{
  return total2;
}

 





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