Count digits in a factorial

Here given code implementation process.

// C program
// Count digits in a factorial 
#include <stdio.h>
#include <math.h>

//Find digits of a factorial number
void factorial_digits(int number)
{
	int digit = 1;
	if (number < 0)
	{
		//When get negative number
		digit = 0;
	}
	else if (number > 1)
	{
		//Find digit
		double result = ((number * log10(number / M_E) + log10(2 * M_PI * number) / 2.0));
		digit = floor(result) + 1;
	}
	printf("\n [%d] Factorial digit : [%d]", number, digit);
}
int main()
{
	//Test case
	/*
	     Factorial of [5]
	     // 120
	     // Digit : 3
	 */
	factorial_digits(5);
	/*
	     Factorial of [12]
	     // 479,001,600
	     // Digit : 9
	 */
	factorial_digits(12);
	/*
	    Factorial of [15]
	    // 1307674368000
	    // Digit : 13
	*/
	factorial_digits(15);
	/*
	Factorial of [220]

	//  2.283860335 E+421

	2283860335914641457397265865
	115333727042973071546228701773
	634716126027692603024845877776
	549791921102945706558196074779
	575009550523224197049956176972
	302056587667226166060976323404
	977554732543013557133146825747
	553799450849523377065894531021
	055272516334278466875614904921
	365807833845853428557155180084
	957884822642989867003294551385
	992993862178352349027264696691
	854493614080000000000000000000
	000000000000000000000000000000
	0000
	// Digit : 422

	*/
	factorial_digits(220);
	return 0;
}

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]
// Java program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	public void factorial_digits(int number)
	{
		int digit = 1;
		if (number < 0)
		{
			//When get negative number
			digit = 0;
		}
		else if (number > 1)
		{
			//Find digit
			double result = ((number * Math.log10(number / Math.E) + Math.log10(2 * Math.PI * number) / 2.0));
			digit = (int)Math.floor(result) + 1;
		}
		System.out.print("\n [" + number + "] Factorial digit : [" + digit + "]");
	}
	public static void main(String[] args)
	{
		FactorialNo obj = new FactorialNo();
		//Test case
		obj.factorial_digits(5);
		obj.factorial_digits(12);
		obj.factorial_digits(15);
		obj.factorial_digits(220);
	}
}

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]
//Include header file
#include <iostream>
#include<math.h>
using namespace std;

// C++ program 
// Count digits in a factorial 

class FactorialNo
{
	public:
		//Find digits of a factorial number
		void factorial_digits(int number)
		{
			int digit = 1;
			if (number < 0)
			{
				//When get negative number
				digit = 0;
			}
			else if (number > 1)
			{
				//Find digit
				double result = ((number *log10(number / M_E) + log10(2  * M_PI * number) / 2.0));
				digit = (int) floor(result) + 1;
			}
			cout << "\n [" << number << "] Factorial digit : [" << digit << "]";
		}
};
int main()
{
	FactorialNo obj = FactorialNo();
	//Test case
	obj.factorial_digits(5);
	obj.factorial_digits(12);
	obj.factorial_digits(15);
	obj.factorial_digits(220);
	return 0;
}

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]
//Include namespace system
using System;
// C# program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	public void factorial_digits(int number)
	{
		int digit = 1;
		if (number < 0)
		{
			//When get negative number
			digit = 0;
		}
		else if (number > 1)
		{
			//Find digit
			double result = ((number * Math.Log10(number / Math.E) + Math.Log10(2 * Math.PI * number) / 2.0));
			digit = (int) Math.Floor(result) + 1;
		}
		Console.Write("\n [" + number + "] Factorial digit : [" + digit + "]");
	}
	public static void Main(String[] args)
	{
		FactorialNo obj = new FactorialNo();
		//Test case
		obj.factorial_digits(5);
		obj.factorial_digits(12);
		obj.factorial_digits(15);
		obj.factorial_digits(220);
	}
}

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]
<?php
// Php program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	public	function factorial_digits($number)
	{
		$digit = 1;
		if ($number < 0)
		{
			//When get negative number
			$digit = 0;
		}
		else if ($number > 1)
		{
			//Find digit
			$result = (($number * log10(intval($number / M_E)) + intval(log10(2 * M_PI * $number) / 2.0)));
			$digit = (floor($result)) + 1;
		}
		echo "\n [". $number ."] Factorial digit : [". $digit ."]";
	}
}

function main()
{
	$obj = new FactorialNo();
	//Test case
	$obj->factorial_digits(5);
	$obj->factorial_digits(12);
	$obj->factorial_digits(15);
	$obj->factorial_digits(220);
}
main();

Output

 [5] Factorial digit : [1]
 [12] Factorial digit : [8]
 [15] Factorial digit : [11]
 [220] Factorial digit : [420]
// Node Js program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	factorial_digits(number)
	{
		var digit = 1;
		if (number < 0)
		{
			//When get negative number
			digit = 0;
		}
		else if (number > 1)
		{
			//Find digit
			var result = ((number * Math.log10(parseInt(number / Math.E)) + parseInt(Math.log10(2 * Math.PI * number) / 2.0)));
			digit = (Math.floor(result)) + 1;
		}
		process.stdout.write("\n [" + number + "] Factorial digit : [" + digit + "]");
	}
}

function main()
{
	var obj = new FactorialNo();
	//Test case
	obj.factorial_digits(5);
	obj.factorial_digits(12);
	obj.factorial_digits(15);
	obj.factorial_digits(220);
}
main();

Output

 [5] Factorial digit : [1]
 [12] Factorial digit : [8]
 [15] Factorial digit : [11]
 [220] Factorial digit : [420]
import math
#  Python 3 program 
#  Count digits in a factorial 
class FactorialNo :
	# Find digits of a factorial number
	def factorial_digits(self, number) :
		digit = 1
		if (number < 0) :
			# When get negative number
			digit = 0
		
		elif(number > 1) :
			# Find digit
			result = ((number * math.log10(int(number / math.e)) + int(math.log10(2 * math.pi * number) / 2.0)))
			digit = (math.floor(result)) + 1
		
		print("\n [{0}] Factorial digit : [{1}]".format(number,digit), end = "")
	

def main() :
	obj = FactorialNo()
	# Test case
	obj.factorial_digits(5)
	obj.factorial_digits(12)
	obj.factorial_digits(15)
	obj.factorial_digits(220)

if __name__ == "__main__": main()

Output

 [5] Factorial digit : [1]
 [12] Factorial digit : [8]
 [15] Factorial digit : [11]
 [220] Factorial digit : [420]
#  Ruby program 
#  Count digits in a factorial 
class FactorialNo 
	# Find digits of a factorial number
	def factorial_digits(number) 
		digit = 1
		if (number < 0) 
			# When get negative number
			digit = 0
		elsif(number > 1) 
			# Find digit
			result = ((number * Math.log10(number / Math::E) + Math.log10(2 * Math::PI * number) / 2.0))
			digit = (result.floor()).to_i + 1
		end

		print("\n [", number ,"] Factorial digit : [", digit ,"]")
	end

end

def main() 
	obj = FactorialNo.new()
	# Test case
	obj.factorial_digits(5)
	obj.factorial_digits(12)
	obj.factorial_digits(15)
	obj.factorial_digits(220)
end

main()

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]
// Scala program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	def factorial_digits(number: Int): Unit = {
		var digit: Int = 1;
		if (number < 0)
		{
			//When get negative number
			digit = 0;
		}
		else if (number > 1)
		{
			//Find digit
			var result: Double = ((number * Math.log10((number / Math.E).toInt) + (Math.log10(2 * Math.PI * number) / 2.0).toInt));
			digit = (Math.floor(result)).toInt + 1;
		}
		print("\n [" + number + "] Factorial digit : [" + digit + "]");
	}
}
object Main
{
	def main(args: Array[String]): Unit = {
		var obj: FactorialNo = new FactorialNo();
		//Test case
		obj.factorial_digits(5);
		obj.factorial_digits(12);
		obj.factorial_digits(15);
		obj.factorial_digits(220);
	}
}

Output

 [5] Factorial digit : [1]
 [12] Factorial digit : [8]
 [15] Factorial digit : [11]
 [220] Factorial digit : [420]
import Foundation
// Swift 4 program 
// Count digits in a factorial 
class FactorialNo
{
	//Find digits of a factorial number
	func factorial_digits(_ number: Int)
	{
		var digit: Int = 1;
		if (number < 0)
		{
			//When get negative number
			digit = 0;
		}
		else if (number > 1)
		{
			//Find digit
			let result: Double = ((Double(number) * log10(Double(number) / M_E) + log10(2 * Double.pi * Double(number)) / 2.0));
			digit = Int(floor(result)) + 1;
	}
	print("\n [\(number)] Factorial digit : [\(digit)] ", terminator: "");
}
}
func main()
{
	let obj: FactorialNo = FactorialNo();
	//Test case
	obj.factorial_digits(5);
	obj.factorial_digits(12);
	obj.factorial_digits(15);
	obj.factorial_digits(220);
}
main();

Output

 [5] Factorial digit : [3]
 [12] Factorial digit : [9]
 [15] Factorial digit : [13]
 [220] Factorial digit : [422]



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