# URI Online Judge Solution 1036 | Bhaskaras Formula - URI 1036 Solution in C,C++,Python

## URI Online Judge Solution  1036 | Bhaskara's Formula - URI 1036 Solution in C,C++,Python

Read 3 floating-point numbers. After, print the roots of bhaskara’s formula. If it's impossible to calculate the roots because a division by zero or a square root of a negative number, presents the message “Impossivel calcular”.

## Input

Read 3 floating-point numbers (double) A, B and C.

## Output

Print the result with 5 digits after the decimal point or the message if it is impossible to calculate.

 Input Samples Output Samples 10.0 20.1 5.1 R1 = -0.29788R2 = -1.71212
 0.0 20.0 5.0 Impossivel calcular
 10.3 203.0 5.0 R1 = -0.02466R2 = -19.68408

### URI Online Judge Solution  1036 | Bhaskaras Formula - URI 1036 Solution in C,C++,Python:

URI Problem 1036 Solution in C :

 URI Online Judge 1036 Solve  in C :
```#include<bits/stdc++.h>
#include<math.h>
using namespace std;

int main(){
double a,b,c,t,R1,R2;
cin>>a>>b>>c;

if(((b*b)-4*a*c)<0 ||a==0){
cout<<"Impossivel calcular"<<endl;
}else{
t=sqrt((b*b)-4*a*c);
R1=((-b + t) / (2 * a));
R2=((-b - t) / (2 * a));
cout<<fixed;
cout<<setprecision(5)<<"R1 = "<<R1<<endl;
cout<<setprecision(5)<<"R2 = "<<R2<<endl;
}
return 0;
}```