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Print all factors of number in pair

Here given code implementation process.

// C Program
// Print all factors of number in pair
#include <stdio.h>

// Find all the factor pair of a number 
void factorPairs(int num)
{
	printf("\n Factors pair of a number %d is \n", num);
	// Execute loop through by 1 to num/2
	for (int i = 1; i <= num / 2; ++i)
	{
		if (num % i == 0)
		{
			// When get resultant pair
			printf(" (%d X %d) \n", i, num / i);
		}
	}
}
int main()
{
	// Test Case
	factorPairs(136);
	factorPairs(760);
	factorPairs(22);
	factorPairs(23);
	return 0;
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
/*
   Java Program
   Print all factors of number in pair
*/
public class Factorization
{
	// Find all the factor pair of a number 
	public void factorPairs(int num)
	{
		System.out.print("\n Factors pair of a number " + num + " is \n");
		// Execute loop through by 1 to num/2
		for (int i = 1; i <= num / 2; ++i)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				System.out.print(" (" + i + " X " + num / i + ") \n");
			}
		}
	}
	public static void main(String[] args)
	{
		Factorization task = new Factorization();
		// Test Case
		task.factorPairs(136);
		task.factorPairs(760);
		task.factorPairs(22);
		task.factorPairs(23);
	}
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
// Include header file
#include <iostream>

using namespace std;
/*
   C++ Program
   Print all factors of number in pair
*/
class Factorization
{
	public:
		// Find all the factor pair of a number
		void factorPairs(int num)
		{
			cout << "\n Factors pair of a number " << num << " is \n";
			// Execute loop through by 1 to num/2
			for (int i = 1; i <= num / 2; ++i)
			{
				if (num % i == 0)
				{
					// When get resultant pair
					cout << " (" << i << " X " << num / i << ") \n";
				}
			}
		}
};
int main()
{
	Factorization task = Factorization();
	// Test Case
	task.factorPairs(136);
	task.factorPairs(760);
	task.factorPairs(22);
	task.factorPairs(23);
	return 0;
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
// Include namespace system
using System;
/*
   C# Program
   Print all factors of number in pair
*/
public class Factorization
{
	// Find all the factor pair of a number
	public void factorPairs(int num)
	{
		Console.Write("\n Factors pair of a number " + num + " is \n");
		// Execute loop through by 1 to num/2
		for (int i = 1; i <= num / 2; ++i)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				Console.Write(" (" + i + " X " + num / i + ") \n");
			}
		}
	}
	public static void Main(String[] args)
	{
		Factorization task = new Factorization();
		// Test Case
		task.factorPairs(136);
		task.factorPairs(760);
		task.factorPairs(22);
		task.factorPairs(23);
	}
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
<?php
/*
   Php Program
   Print all factors of number in pair
*/
class Factorization
{
	// Find all the factor pair of a number
	public	function factorPairs($num)
	{
		echo "\n Factors pair of a number ". $num ." is \n";
		// Execute loop through by 1 to num/2
		for ($i = 1; $i <= intval($num / 2); ++$i)
		{
			if ($num % $i == 0)
			{
				// When get resultant pair
				echo " (". $i ." X ". intval($num / $i) .") \n";
			}
		}
	}
}

function main()
{
	$task = new Factorization();
	// Test Case
	$task->factorPairs(136);
	$task->factorPairs(760);
	$task->factorPairs(22);
	$task->factorPairs(23);
}
main();

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
/*
   Node Js Program
   Print all factors of number in pair
*/
class Factorization
{
	// Find all the factor pair of a number
	factorPairs(num)
	{
		process.stdout.write("\n Factors pair of a number " + num + " is \n");
		// Execute loop through by 1 to num/2
		for (var i = 1; i <= parseInt(num / 2); ++i)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				process.stdout.write(" (" + i + " X " + parseInt(num / i) + ") \n");
			}
		}
	}
}

function main()
{
	var task = new Factorization();
	// Test Case
	task.factorPairs(136);
	task.factorPairs(760);
	task.factorPairs(22);
	task.factorPairs(23);
}
main();

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
#  Python 3 Program
#  Print all factors of number in pair

class Factorization :
	#  Find all the factor pair of a number
	def factorPairs(self, num) :
		print("\n Factors pair of a number ", num ," is ")
		i = 1
		#  Execute loop through by 1 to num/2
		while (i <= int(num / 2)) :
			if (num % i == 0) :
				#  When get resultant pair
				print(" (", i ," X ", int(num / i) ,") ")
			
			i += 1
		
def main() :
	task = Factorization()
	#  Test Case
	task.factorPairs(136)
	task.factorPairs(760)
	task.factorPairs(22)
	task.factorPairs(23)

if __name__ == "__main__": main()

Output

 Factors pair of a number  136  is
 ( 1  X  136 )
 ( 2  X  68 )
 ( 4  X  34 )
 ( 8  X  17 )
 ( 17  X  8 )
 ( 34  X  4 )
 ( 68  X  2 )

 Factors pair of a number  760  is
 ( 1  X  760 )
 ( 2  X  380 )
 ( 4  X  190 )
 ( 5  X  152 )
 ( 8  X  95 )
 ( 10  X  76 )
 ( 19  X  40 )
 ( 20  X  38 )
 ( 38  X  20 )
 ( 40  X  19 )
 ( 76  X  10 )
 ( 95  X  8 )
 ( 152  X  5 )
 ( 190  X  4 )
 ( 380  X  2 )

 Factors pair of a number  22  is
 ( 1  X  22 )
 ( 2  X  11 )
 ( 11  X  2 )

 Factors pair of a number  23  is
 ( 1  X  23 )
#  Ruby Program
#  Print all factors of number in pair

class Factorization 
	#  Find all the factor pair of a number
	def factorPairs(num) 
		print("\n Factors pair of a number ", num ," is \n")
		i = 1
		#  Execute loop through by 1 to num/2
		while (i <= num / 2) 
			if (num % i == 0) 
				#  When get resultant pair
				print(" (", i ," X ", num / i ,") \n")
			end

			i += 1
		end

	end

end

def main() 
	task = Factorization.new()
	#  Test Case
	task.factorPairs(136)
	task.factorPairs(760)
	task.factorPairs(22)
	task.factorPairs(23)
end

main()

Output

 Factors pair of a number 136 is 
 (1 X 136) 
 (2 X 68) 
 (4 X 34) 
 (8 X 17) 
 (17 X 8) 
 (34 X 4) 
 (68 X 2) 

 Factors pair of a number 760 is 
 (1 X 760) 
 (2 X 380) 
 (4 X 190) 
 (5 X 152) 
 (8 X 95) 
 (10 X 76) 
 (19 X 40) 
 (20 X 38) 
 (38 X 20) 
 (40 X 19) 
 (76 X 10) 
 (95 X 8) 
 (152 X 5) 
 (190 X 4) 
 (380 X 2) 

 Factors pair of a number 22 is 
 (1 X 22) 
 (2 X 11) 
 (11 X 2) 

 Factors pair of a number 23 is 
 (1 X 23) 

/*
   Scala Program
   Print all factors of number in pair
*/
class Factorization
{
	// Find all the factor pair of a number
	def factorPairs(num: Int): Unit = {
		print("\n Factors pair of a number " + num + " is \n");
		var i: Int = 1;
		// Execute loop through by 1 to num/2
		while (i <= (num / 2).toInt)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				print(" (" + i + " X " + (num / i).toInt + ") \n");
			}
			i += 1;
		}
	}
}
object Main
{
	def main(args: Array[String]): Unit = {
		var task: Factorization = new Factorization();
		// Test Case
		task.factorPairs(136);
		task.factorPairs(760);
		task.factorPairs(22);
		task.factorPairs(23);
	}
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
/*
   Swift 4 Program
   Print all factors of number in pair
*/
class Factorization
{
	// Find all the factor pair of a number
	func factorPairs(_ num: Int)
	{
		print("\n Factors pair of a number ", num ," is ");
		var i: Int = 1;
		// Execute loop through by 1 to num/2
		while (i <= num / 2)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				print(" (", i ," X ", num / i ,") ");
			}
			i += 1;
		}
	}
}
func main()
{
	let task: Factorization = Factorization();
	// Test Case
	task.factorPairs(136);
	task.factorPairs(760);
	task.factorPairs(22);
	task.factorPairs(23);
}
main();

Output

 Factors pair of a number  136  is
 ( 1  X  136 )
 ( 2  X  68 )
 ( 4  X  34 )
 ( 8  X  17 )
 ( 17  X  8 )
 ( 34  X  4 )
 ( 68  X  2 )

 Factors pair of a number  760  is
 ( 1  X  760 )
 ( 2  X  380 )
 ( 4  X  190 )
 ( 5  X  152 )
 ( 8  X  95 )
 ( 10  X  76 )
 ( 19  X  40 )
 ( 20  X  38 )
 ( 38  X  20 )
 ( 40  X  19 )
 ( 76  X  10 )
 ( 95  X  8 )
 ( 152  X  5 )
 ( 190  X  4 )
 ( 380  X  2 )

 Factors pair of a number  22  is
 ( 1  X  22 )
 ( 2  X  11 )
 ( 11  X  2 )

 Factors pair of a number  23  is
 ( 1  X  23 )
/*
   Kotlin Program
   Print all factors of number in pair
*/
class Factorization
{
	// Find all the factor pair of a number
	fun factorPairs(num: Int): Unit
	{
		print("\n Factors pair of a number " + num + " is \n");
		var i: Int = 1;
		// Execute loop through by 1 to num/2
		while (i <= num / 2)
		{
			if (num % i == 0)
			{
				// When get resultant pair
				print(" (" + i + " X " + num / i + ") \n");
			}
			i += 1;
		}
	}
}
fun main(args: Array < String > ): Unit
{
	var task: Factorization = Factorization();
	// Test Case
	task.factorPairs(136);
	task.factorPairs(760);
	task.factorPairs(22);
	task.factorPairs(23);
}

Output

 Factors pair of a number 136 is
 (1 X 136)
 (2 X 68)
 (4 X 34)
 (8 X 17)
 (17 X 8)
 (34 X 4)
 (68 X 2)

 Factors pair of a number 760 is
 (1 X 760)
 (2 X 380)
 (4 X 190)
 (5 X 152)
 (8 X 95)
 (10 X 76)
 (19 X 40)
 (20 X 38)
 (38 X 20)
 (40 X 19)
 (76 X 10)
 (95 X 8)
 (152 X 5)
 (190 X 4)
 (380 X 2)

 Factors pair of a number 22 is
 (1 X 22)
 (2 X 11)
 (11 X 2)

 Factors pair of a number 23 is
 (1 X 23)
Last updated on by Kalkicode




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