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Program to find area of a circle

• Difficulty Level : Medium
• Last Updated : 16 Feb, 2023

Given the radius of a circle, find the area of that circle.

The area of a circle can simply be evaluated using the following formula.

where r is radius of circle and it maybe in float because value of pie is 3.14

Approach: Using the given radius, find the area using the above formula: (pi * r * r) and print the result in float.

C++

 // C++ program to find area  // of circle  #include  const double pi = 3.14159265358979323846;  using namespace std;     // function to calculate the area of circle  float findArea(float r)  {      return (pi * r * r);  }  // driver code  int main()  {      float r, Area;      r = 5;         // function calling      Area = findArea(r);      // displaying the area      cout << "Area of Circle is :" << Area;      return 0;  }

C

 // C program to find area  // of circle  #include  #include  #define PI 3.142     double findArea(int r)  {     return PI * pow(r, 2);  }     int main()  {      printf("Area is %f", findArea(5));      return 0;  }

Java

 // Java program to find area  // of circle         class Test  {      static final double PI = Math.PI;                  static double findArea(int r)      {         return PI * Math.pow(r, 2);      }                  // Driver method      public static void main(String[] args)       {          System.out.println("Area is " +  findArea(5));      }  }

Python3

 # Python3 program to find Area of a circle     def findArea(r):      PI = 3.142     return PI * (r*r);     # Driver method  print("Area is %.6f" % findArea(5));     # This code is contributed by Chinmoy Lenka

C#

 // C# program to find area of circle  using System;     class GFG  {      static double PI = Math.PI;                 static double findArea(int r)      {      return PI * Math.Pow(r, 2);      }                 // Driver method      static void Main()       {          Console.Write("Area is " + findArea(5));      }  }     // This code is contributed by Sam007.

PHP

 

Javascript

 

Output

Area of Circle is :78.5398

Time Complexity: O(1)
Auxiliary Space: O(1), since no extra space has been taken.

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