Q:

Program to calculate the volume of the sphere

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robaa
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2022-11-08
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A sphere is a perfectly round geometrical object in 3-dimensional space. It is the set of all the points located a particular distance away from a particular point called center. It is perfectly symmetrical and has no edges or vertices.

Formula

Volume= (4/3)*pie*r3

Algorithm

  1. Define the radius of the sphere
  2. Define the pie and assign (22/7)
  3. Calculate the volume of the sphere as (4/3)*pie*r3
  4. Assign the volume of the sphere to volume_of_sphere
  5. Print the volume of the sphere.

Complexity

O(1)

Input:

Radius = 48, Pie = 3.14  

Output:

Volume = (4.0/3.0) * pie * (radius * radius * radius); 
       = (4.0/3.0) * 3.14 * 48 * 48 * 48
       = 463433.132812
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All Answers

robaa
2022-11-08
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C Program

#include <stdio.h>  
int main()  
{  
    int radius=48;  
    float pie=3.14285714286;  
    double volume=(4.0/3.0)*pie*(radius*radius*radius);  
    printf("Volume of the sphere=%f",volume);  
}

 

Output:

Volume of the sphere=463433.132812

 

PHP Program

<?php    
    $radius=48;  
    $pie=3.14285714286;  
    $volume=(4/3)*$pie*($radius*$radius*$radius);  
    echo "Volume of the Sphere=";  
    echo $volume;  
?>

  

 

Output:

Volume of the Sphere=463433.14285756

 

Java Program

public class sphere{  
        public static void main(String args[])  
    {  
    int radius=48;  
    double pie=3.14285714286;  
    double volume=(4.0/3.0)*pie*(radius*radius*radius);  
    System.out.println("Volume of the sphere="+volume);  
     }  
}

 

Output:

Volume of the sphere=463433.14285756415

 

C# Program

using System;  
public class Program  
{  
    public static void Main()  
    {  
          
  int radius=48;  
    double pie=3.14285714286;  
    double volume=(4.0/3.0)*pie*(radius*radius*radius);  
      
   Console.WriteLine("Volume of sphere="+volume);  
    }  
}

 

Output:

Volume of sphere=463433.142857564

 

Python Program

radius=48  
pie=3.14285714286  
volume=(4.0/3.0)*pie*(radius*radius*radius)  
print("volume of the sphere="+str(volume))

 

Output:

volume of the sphere=463433.14285756415

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