Here, we are going to implement logic to find factorial of given number in Python, there are two methods that we are going to use 1) using loop and 2) using recursion method.
In this Java program, we find factorial of a number using a for loop. Open Compiler public class Example { public static void main(String[] args) { int num = 6; // initial factorial int fact = 1; System.out.println("The given number is: " + num); // loop to calculate factorial...
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0 factorial of a series of first n natural number not using function python 3rd Nov 2016, 1:31 PM fahma 4 Réponses Trier par : Votes Répondre + 3 While loop version: def factorial(n): num = 1 while n >= 1: num = num * n n = n - 1 return num Recursive version: ...
1) Python Program to calculate Factorial using for loop: #Python program to find factorial of a number using for loop#Taking input of Integer from usern =int(input("Enter a number : "))#Declaring and Initilizing factorialfactorial =1#check if number is negative#Factoral can't be find ...
0 - This is a modal window. No compatible source was found for this media. This code is similar to the for loop method but uses a while loop instead. The execution in matlab command window is as follows − >> n = 6; result = 1; i = 1; while i <= n result = result * i...
{// Recursive call to calculate factorial// Multiplies the number with the factorial of (number - 1)returnnum*factorial(num-1);}}intmain(){intnum;// Declare variable to store the input numbercin>>num;// Take input from the user// Displaying the factorial of the input number using the...
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Enter a number: 4 The result is: 24 You can use a calculator to verify the result: 4! is 4 * 3 * 2 * 1, which results 24. Now let's see how we can calculate factorial using the while loop. Here's our modified method: public static int getFactorialWhileLoop(int n){ int res...
0 factorial of a series of first n natural number not using function python 3rd Nov 2016, 1:31 PM fahma 4 Respostas Ordenar por: Votos Responder + 3 While loop version: def factorial(n): num = 1 while n >= 1: num = num * n n = n - 1 return num Recursive version: ...