C Exercises: Print the roots of Bhaskara’s formula from the given three floating numbers
C Basic Declarations and Expressions: Exercise-20 with Solution
Write a C program to print the roots of Bhaskara’s formula from the given three floating numbers. Display a message if it is not possible to find the roots.
Pictorial Presentation:
C Code:
#include <stdio.h>
#include <math.h>
int main() {
double a, b, c, pr1;
printf("\nInput the first number(a): ");
scanf("%lf", &a);
printf("\nInput the second number(b): ");
scanf("%lf", &b);
printf("\nInput the third number(c): ");
scanf("%lf", &c);
pr1 = (b*b) - (4*(a)*(c));
if(pr1 > 0 && a != 0) {
double x, y;
pr1 = sqrt(pr1);
x = (-b + pr1)/(2*a);
y = (-b - pr1)/(2*a);
printf("Root1 = %.5lf\n", x);
printf("Root2 = %.5lf\n", y);
}
else
{
printf("\nImpossible to find the roots.\n");
}
return 0;
}
Sample Output:
Input the first number(a): 25 Input the second number(b): 35 Input the third number(c): 12 Root1 = -0.60000 Root2 = -0.80000
Flowchart:
C Programming Code Editor:
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Previous: Write a C program that accepts 4 integers p, q, r, s from the user where q, r and s are positive and p is even. If q is greater than r and s is greater than p and if the sum of r and s is greater than the sum of p and q print "Correct values", otherwise print "Wrong values".
Next: Write a C program that reads an integer and check the specified range where it belongs. Print an error message if the number is negative and greater than 80.
Specified Range: [0, 20], [21, 40], [41, 60], [61, 80]
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C Programming: Tips of the Day
Static variable inside of a function in C
The scope of variable is where the variable name can be seen. Here, x is visible only inside function foo().
The lifetime of a variable is the period over which it exists. If x were defined without the keyword static, the lifetime would be from the entry into foo() to the return from foo(); so it would be re-initialized to 5 on every call.
The keyword static acts to extend the lifetime of a variable to the lifetime of the programme; e.g. initialization occurs once and once only and then the variable retains its value - whatever it has come to be - over all future calls to foo().
Ref : https://bit.ly/3fOq7XP
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