Write a C# Sharp program to calculate root of Quadratic Equation

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Write a C# Sharp program to calculate root of Quadratic Equation

Sample Output:

Calculate root of Quadratic Equation :                                                                        
----------------------------------------                                                                                                        
Input the value of a : 1                                                                                      
Input the value of b : 2                                                                                      
Input the value of c : 1                                                                                      
Both roots are equal.                                                                                         
First  Root Root1= -1                                                                                         
Second Root Root2= -1

الأجوبة

using System;  
public class Exercise11  
{  
    public static void Main()
{
   int a,b,c;

   double d, x1,x2;
    Console.Write("\n\n");
    Console.Write("Calculate root of Quadratic Equation :\n");
    Console.Write("----------------------------------------");
    Console.Write("\n\n");
 
    Console.Write("Input the value of a : ");
    a = Convert.ToInt32(Console.ReadLine());
    Console.Write("Input the value of b : ");
    b = Convert.ToInt32(Console.ReadLine());
    Console.Write("Input the value of c : ");
    c = Convert.ToInt32(Console.ReadLine());

   d=b*b-4*a*c;
   if(d==0)
   {
     Console.Write("Both roots are equal.\n");
     x1=-b/(2.0*a);
     x2=x1;
     Console.Write("First  Root Root1= {0}\n",x1);
     Console.Write("Second Root Root2= {0}\n",x2);
   }
   else if(d>0)
	{
	   Console.Write("Both roots are real and diff-2\n");

	   x1=(-b+Math.Sqrt(d))/(2*a);
	   x2=(-b-Math.Sqrt(d))/(2*a);

	   Console.Write("First  Root Root1= {0}\n",x1);
	   Console.Write("Second Root root2= {0}\n",x2);
	}
	else
	    Console.Write("Root are imeainary;\nNo Solution. \n\n");
}
}
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