for the part one I wrote #include <iostream> #include <cmath> #include <iomanip>

Question

for the part one I wrote

#include <iostream>

#include <cmath>

#include <iomanip>

using namespace std;

int main(void)

{

float a, b, x, y, m, ang, pi;

char c;

cout << "Enter The coordinates Followed By R/r or P/p :" <<endl;

cin >> a >> b >> c; //reading the coordinates and character following them

if (c == 'r' || c == 'R') //check whether to see the character indicate rectangular coordinates

{

x = a;

y = b;

pi = 3.14159;

//calculate polar coordinates

m = sqrt((x*x) + (y*y));

ang = atan(y / x) * 180 / pi;

if (x < 0 ) //for the adjustment when x is less than 0

{

ang = 180 + ang;

}

//print the cooordinates

cout << "Rectangular (" << x << "," << y << ")" << endl;

cout << "polar coordinates (" << m << " & " << ang << ")" <<endl;

}

else if (c == 'p' || c == 'P') //check if the character represent polar coordinates

{

pi = 3.14159;

m = a;

ang = b ;

//calculate the rectangular coordinates

x = m*cos(ang * pi / 180);

y = m*sin(ang * pi / 180);

//print the coordinates

cout << "Rectangular (" << x << "," << y << ")" <<endl;

cout << "polar coordinates (" << m << " @ " << ang << ")" <<endl;

}

else //if the input format mismatch print the message to user

cout << "Illegal input format";

system("pause");

return (0);

}

And I need help with part two. Thank you.

Program Requirements: Part 1: Polar Rectangular Conversation A location (point) in the two-dimensional Cartesian Coordinate System can be represented in two ways, by its Polar Coordinates or its Rectangular Coordinates. In the Polar Coordinate representation, the location is in the form M 0, where M is the distance from the origin to the point, and e is the angle measured from the X-axis to the point. In the Rectangular Coordinate representation, the location is in the form C. Y) where X and Y are the horizontal and vertical distances from their respective axes (X, Y) M To convert a location from the Polar Coordinates to the Rectangular Coordinates M cos (0) Y M sin (0) To convert a location from the Rectangular Coordinates to the Polar Coordinates. X2 Y 0 tan

Explanation / Answer

#include <iostream>
#include <cmath>
#include <iomanip>
using namespace std;

class Rectangle
{
private:
   float x[4];
       float y[4];
         
   public:
     
       Rectangle(){
       x[0] = x[1] = x[2] = x[3] = y[0] = y[1] = y[2] = y[3] = 0.0f;
       }
         
       void setX_cor(float var0,float var1, float var2, float var3){
         
       x[0] = var0;
           x[1] = var1;
           x[2] = var2;
           x[3] = var3;
       }

       void setY_cor(float var0, float var1, float var2, float var3){
         
       y[0] = var0;
           y[1] = var1;
           y[2] = var2;
           y[3] = var3;
       }     

float getX(int pos){
       return x[pos];
       }

float getY(int pos){
       return y[pos];
       }         
};

void rectToPol(float x, float y, float* m,float* ang ){

float pi = 3.14159;
  
*m = sqrt((x*x) + (y*y));
*ang = atan(y / x) * 180 / pi;
if (x < 0 )
{
*ang = 180 + *ang;
}
}

void polToRect(float m,float ang, float* x , float* y)
{
float pi = 3.14159;
*x = m*cos(ang * pi / 180);
*y = m*sin(ang * pi / 180);
}

int main()
{
Rectangle r, rotated_r;
float width = 0.0f ,height = 0.0f;
   float half_width = 0.0f, half_height = 0.0f;
float x0,x1,x2,x3;
   float y0,y1,y2,y3;
   float m , ang, rotation;
  
   m = ang = 0.0f;
   x0 = x1 = x2 = x3 = y0 = y1 = y2 = y3 = 0.0f;
  
   cout<<"Enter the Width of the Image : ";
   cin >>width;
   cout<<"Enter the Height of the Image : ";
   cin >>height;
   cout<<"Enter the angle of rotation : ";
   cin>> rotation;
  
   half_width = width /2;
   half_height = height / 2;
  
   r.setX_cor(-1*half_width, half_width, half_width, -1 * half_width);
   r.setY_cor(-1*half_height, -1* half_height, half_height, half_height);
  
   x0 = x3 = (-1*half_width);
   x1 = x2 = (half_width);
  
   y0 = y1 = (-1*half_height);
   y2 = y3 = (half_height);
  

// Conversion for CO
    rectToPol(x0,y0,&m,&ang);
   ang = ang + rotation;  
   polToRect(m,ang,&x0,&y0);
  

// Conversion for C1
    rectToPol(x1,y1,&m,&ang);
   ang = ang + rotation;  
   polToRect(m,ang,&x1,&y1);
  

  // Conversion for C2
   rectToPol(x2,y2,&m,&ang);
   ang = ang + rotation;  
   polToRect(m,ang,&x2,&y2);

  // Conversion for C3

   rectToPol(x3,y3,&m,&ang);
   ang = ang + rotation;  
   polToRect(m,ang,&x3,&y3);

  
   rotated_r.setX_cor(x0,x1,x2,x3);
   rotated_r.setY_cor(y0,y1,y2,y3);

   cout<<"c0(" << r.getX(0) <<", "<< r.getY(0)<<")" << " " <<"D0(" << rotated_r.getX(0) <<", " << rotated_r.getY(0)<<")" <<" ";
  
   cout<<"c1( " << r.getX(1) <<", "<< r.getY(1)<<")" << " " <<"D1(" << rotated_r.getX(1) <<", " << rotated_r.getY(1)<<")" <<" ";
  
   cout<<"c2( " << r.getX(2) <<", "<< r.getY(2)<<")" << " " <<"D2(" << rotated_r.getX(2) <<", " << rotated_r.getY(2)<<")" <<" ";

   cout<<"c3(" << r.getX(3) <<", "<< r.getY(3)<<")" << " " <<"D3(" << rotated_r.getX(3) <<", " << rotated_r.getY(3)<<")" <<" ";
  
  
return 0;
}

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