Set the leftmost unset bit

Here given code implementation process.

// C Program 
// Set the leftmost unset bit
#include <stdio.h>

// Remove a most significant bit of given number
void changeBit(int num)
{
	if (num <= 0)
	{
		return;
	}
	int r = num >> 1;
	r = r | (r >> 1);
	r = r | (r >> 2);
	r = r | (r >> 4);
	r = r | (r >> 8);
	r = r | (r >> 16);
	// Find most significant set bit
	int value = (r + 1) >> 1;
	while (value > 0 && (value & num) == value)
	{
		value = value >> 1;
	}
	// Combine result
	value = value + num;
	// Display calculated result
	printf(" Number : %d \n", num);
	printf(" Result : %d\n", value);
}
int main()
{
	// Test A
	// 320 = (101000000)
	//         ↑        Change left bit
	// ---------------------
	//        111000000)
	// Result : 448
	changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change left bit
	//           1111111000
	// ---------------------
	// Result : 1016
	changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change left bit
	//         111110
	// ---------------------
	// Result : 62
	changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change left bit
	//         1101
	// ---------------------
	// Result : 13
	changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	changeBit(7);
	return 0;
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
/*
    Java Program
    Set the leftmost unset bit
*/
public class BitManipulation
{
	// Remove a most significant bit of given number
	public void changeBit(int num)
	{
		if (num <= 0)
		{
			return;
		}
		int r = num >> 1;
		r = r | (r >> 1);
		r = r | (r >> 2);
		r = r | (r >> 4);
		r = r | (r >> 8);
		r = r | (r >> 16);
		// Find most significant set bit
		int value = (r + 1) >> 1;
		while (value > 0 && (value & num) == value)
		{
			value = value >> 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		System.out.print(" Number : " + num + " \n");
		System.out.print(" Result : " + value + "\n");
	}
	public static void main(String[] args)
	{
		BitManipulation task = new BitManipulation();
		// Test A
		// 320 = (101000000)
		//         ↑        Change bit
		// ---------------------
		//        111000000)
		// Result : 448
		task.changeBit(320);
		// Test B
		// (1000) = (1111101000)
		//                ↑     Change bit
		//           1111111000
		// ---------------------
		// Result : 1016
		task.changeBit(1000);
		// Test C
		// (54) = (110110) 
		//           ↑      Change bit
		//         111110
		// ---------------------
		// Result : 62
		task.changeBit(54);
		// Test D
		// 9    = (1001) 
		//          ↑    Change bit
		//         1101
		// ---------------------
		// Result : 13
		task.changeBit(9);
		// Test E
		// 7    = (111) 
		//             There is no inactive bit
		//         111
		// ---------------------
		// Result : 7
		task.changeBit(7);
	}
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
// Include header file
#include <iostream>
using namespace std;
/*
    C++ Program
    Set the leftmost unset bit
*/
class BitManipulation
{
	public:
		// Remove a most significant bit of given number
		void changeBit(int num)
		{
			if (num <= 0)
			{
				return;
			}
			int r = num >> 1;
			r = r | (r >> 1);
			r = r | (r >> 2);
			r = r | (r >> 4);
			r = r | (r >> 8);
			r = r | (r >> 16);
			// Find most significant set bit
			int value = (r + 1) >> 1;
			while (value > 0 && (value &num) == value)
			{
				value = value >> 1;
			}
			// Combine result
			value = value + num;
			// Display calculated result
			cout << " Number : " << num << " \n";
			cout << " Result : " << value << "\n";
		}
};
int main()
{
	BitManipulation *task = new BitManipulation();
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	task->changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	task->changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	task->changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	task->changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	task->changeBit(7);
	return 0;
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
// Include namespace system
using System;
/*
    Csharp Program
    Set the leftmost unset bit
*/
public class BitManipulation
{
	// Remove a most significant bit of given number
	public void changeBit(int num)
	{
		if (num <= 0)
		{
			return;
		}
		int r = num >> 1;
		r = r | (r >> 1);
		r = r | (r >> 2);
		r = r | (r >> 4);
		r = r | (r >> 8);
		r = r | (r >> 16);
		// Find most significant set bit
		int value = (r + 1) >> 1;
		while (value > 0 && (value & num) == value)
		{
			value = value >> 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		Console.Write(" Number : " + num + " \n");
		Console.Write(" Result : " + value + "\n");
	}
	public static void Main(String[] args)
	{
		BitManipulation task = new BitManipulation();
		// Test A
		// 320 = (101000000)
		//         ↑        Change bit
		// ---------------------
		//        111000000)
		// Result : 448
		task.changeBit(320);
		// Test B
		// (1000) = (1111101000)
		//                ↑     Change bit
		//           1111111000
		// ---------------------
		// Result : 1016
		task.changeBit(1000);
		// Test C
		// (54) = (110110) 
		//           ↑      Change bit
		//         111110
		// ---------------------
		// Result : 62
		task.changeBit(54);
		// Test D
		// 9    = (1001) 
		//          ↑    Change bit
		//         1101
		// ---------------------
		// Result : 13
		task.changeBit(9);
		// Test E
		// 7    = (111) 
		//             There is no inactive bit
		//         111
		// ---------------------
		// Result : 7
		task.changeBit(7);
	}
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
package main
import "fmt"
/*
    Go Program
    Set the leftmost unset bit
*/
type BitManipulation struct {}
func getBitManipulation() * BitManipulation {
	var me *BitManipulation = &BitManipulation {}
	return me
}
// Remove a most significant bit of given number
func(this BitManipulation) changeBit(num int) {
	if num <= 0 {
		return
	}
	var r int = num >> 1
	r = r | (r >> 1)
	r = r | (r >> 2)
	r = r | (r >> 4)
	r = r | (r >> 8)
	r = r | (r >> 16)
	// Find most significant set bit
	var value int = (r + 1) >> 1
	for (value > 0 && (value & num) == value) {
		value = value >> 1
	}
	// Combine result
	value = value + num
	// Display calculated result
	fmt.Print(" Number : ", num, " \n")
	fmt.Print(" Result : ", value, "\n")
}
func main() {
	var task * BitManipulation = getBitManipulation()
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	task.changeBit(320)
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	task.changeBit(1000)
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	task.changeBit(54)
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	task.changeBit(9)
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	task.changeBit(7)
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
<?php
/*
    Php Program
    Set the leftmost unset bit
*/
class BitManipulation
{
	// Remove a most significant bit of given number
	public	function changeBit($num)
	{
		if ($num <= 0)
		{
			return;
		}
		$r = $num >> 1;
		$r = $r | ($r >> 1);
		$r = $r | ($r >> 2);
		$r = $r | ($r >> 4);
		$r = $r | ($r >> 8);
		$r = $r | ($r >> 16);
		// Find most significant set bit
		$value = ($r + 1) >> 1;
		while ($value > 0 && ($value & $num) == $value)
		{
			$value = $value >> 1;
		}
		// Combine result
		$value = $value + $num;
		// Display calculated result
		echo(" Number : ".$num." \n");
		echo(" Result : ".$value."\n");
	}
}

function main()
{
	$task = new BitManipulation();
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	$task->changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	$task->changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	$task->changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	$task->changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	$task->changeBit(7);
}
main();

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
/*
    Node JS Program
    Set the leftmost unset bit
*/
class BitManipulation
{
	// Remove a most significant bit of given number
	changeBit(num)
	{
		if (num <= 0)
		{
			return;
		}
		var r = num >> 1;
		r = r | (r >> 1);
		r = r | (r >> 2);
		r = r | (r >> 4);
		r = r | (r >> 8);
		r = r | (r >> 16);
		// Find most significant set bit
		var value = (r + 1) >> 1;
		while (value > 0 && (value & num) == value)
		{
			value = value >> 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		process.stdout.write(" Number : " + num + " \n");
		process.stdout.write(" Result : " + value + "\n");
	}
}

function main()
{
	var task = new BitManipulation();
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	task.changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	task.changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	task.changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	task.changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	task.changeBit(7);
}
main();

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
#    Python 3 Program
#    Set the leftmost unset bit
class BitManipulation :
	#  Remove a most significant bit of given number
	def changeBit(self, num) :
		if (num <= 0) :
			return
		
		r = num >> 1
		r = r | (r >> 1)
		r = r | (r >> 2)
		r = r | (r >> 4)
		r = r | (r >> 8)
		r = r | (r >> 16)
		#  Find most significant set bit
		value = (r + 1) >> 1
		while (value > 0 and(value & num) == value) :
			value = value >> 1
		
		#  Combine result
		value = value + num
		#  Display calculated result
		print(" Number : ", num ," ")
		print(" Result : ", value )
	

def main() :
	task = BitManipulation()
	#  Test A
	#  320 = (101000000)
	#          ↑        Change bit
	#  ---------------------
	#         111000000)
	#  Result : 448
	task.changeBit(320)
	#  Test B
	#  (1000) = (1111101000)
	#                 ↑     Change bit
	#            1111111000
	#  ---------------------
	#  Result : 1016
	task.changeBit(1000)
	#  Test C
	#  (54) = (110110) 
	#            ↑      Change bit
	#          111110
	#  ---------------------
	#  Result : 62
	task.changeBit(54)
	#  Test D
	#  9    = (1001) 
	#           ↑    Change bit
	#          1101
	#  ---------------------
	#  Result : 13
	task.changeBit(9)
	#  Test E
	#  7    = (111) 
	#              There is no inactive bit
	#          111
	#  ---------------------
	#  Result : 7
	task.changeBit(7)

if __name__ == "__main__": main()

Output

 Number :  320
 Result :  448
 Number :  1000
 Result :  1016
 Number :  54
 Result :  62
 Number :  9
 Result :  13
 Number :  7
 Result :  7
#    Ruby Program
#    Set the leftmost unset bit
class BitManipulation 
	#  Remove a most significant bit of given number
	def changeBit(num) 
		if (num <= 0) 
			return
		end

		r = num >> 1
		r = r | (r >> 1)
		r = r | (r >> 2)
		r = r | (r >> 4)
		r = r | (r >> 8)
		r = r | (r >> 16)
		#  Find most significant set bit
		value = (r + 1) >> 1
		while (value > 0 && (value & num) == value) 
			value = value >> 1
		end

		#  Combine result
		value = value + num
		#  Display calculated result
		print(" Number : ", num ," \n")
		print(" Result : ", value ,"\n")
	end

end

def main() 
	task = BitManipulation.new()
	#  Test A
	#  320 = (101000000)
	#          ↑        Change bit
	#  ---------------------
	#         111000000)
	#  Result : 448
	task.changeBit(320)
	#  Test B
	#  (1000) = (1111101000)
	#                 ↑     Change bit
	#            1111111000
	#  ---------------------
	#  Result : 1016
	task.changeBit(1000)
	#  Test C
	#  (54) = (110110) 
	#            ↑      Change bit
	#          111110
	#  ---------------------
	#  Result : 62
	task.changeBit(54)
	#  Test D
	#  9    = (1001) 
	#           ↑    Change bit
	#          1101
	#  ---------------------
	#  Result : 13
	task.changeBit(9)
	#  Test E
	#  7    = (111) 
	#              There is no inactive bit
	#          111
	#  ---------------------
	#  Result : 7
	task.changeBit(7)
end

main()

Output

 Number : 320 
 Result : 448
 Number : 1000 
 Result : 1016
 Number : 54 
 Result : 62
 Number : 9 
 Result : 13
 Number : 7 
 Result : 7
/*
    Scala Program
    Set the leftmost unset bit
*/
class BitManipulation()
{
	// Remove a most significant bit of given number
	def changeBit(num: Int): Unit = {
		if (num <= 0)
		{
			return;
		}
		var r: Int = num >> 1;
		r = r | (r >> 1);
		r = r | (r >> 2);
		r = r | (r >> 4);
		r = r | (r >> 8);
		r = r | (r >> 16);
		// Find most significant set bit
		var value: Int = (r + 1) >> 1;
		while (value > 0 && (value & num) == value)
		{
			value = value >> 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		print(" Number : " + num + " \n");
		print(" Result : " + value + "\n");
	}
}
object Main
{
	def main(args: Array[String]): Unit = {
		var task: BitManipulation = new BitManipulation();
		// Test A
		// 320 = (101000000)
		//         ↑        Change bit
		// ---------------------
		//        111000000)
		// Result : 448
		task.changeBit(320);
		// Test B
		// (1000) = (1111101000)
		//                ↑     Change bit
		//           1111111000
		// ---------------------
		// Result : 1016
		task.changeBit(1000);
		// Test C
		// (54) = (110110) 
		//           ↑      Change bit
		//         111110
		// ---------------------
		// Result : 62
		task.changeBit(54);
		// Test D
		// 9    = (1001) 
		//          ↑    Change bit
		//         1101
		// ---------------------
		// Result : 13
		task.changeBit(9);
		// Test E
		// 7    = (111) 
		//             There is no inactive bit
		//         111
		// ---------------------
		// Result : 7
		task.changeBit(7);
	}
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7
/*
    Swift 4 Program
    Set the leftmost unset bit
*/
class BitManipulation
{
	// Remove a most significant bit of given number
	func changeBit(_ num: Int)
	{
		if (num <= 0)
		{
			return;
		}
		var r: Int = num >> 1;
		r = r | (r >> 1);
		r = r | (r >> 2);
		r = r | (r >> 4);
		r = r | (r >> 8);
		r = r | (r >> 16);
		// Find most significant set bit
		var value: Int = (r + 1) >> 1;
		while (value > 0 && (value & num) == value)
		{
			value = value >> 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		print(" Number : ", num ," ");
		print(" Result : ", value );
	}
}
func main()
{
	let task: BitManipulation = BitManipulation();
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	task.changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	task.changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	task.changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	task.changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	task.changeBit(7);
}
main();

Output

 Number :  320
 Result :  448
 Number :  1000
 Result :  1016
 Number :  54
 Result :  62
 Number :  9
 Result :  13
 Number :  7
 Result :  7
/*
    Kotlin Program
    Set the leftmost unset bit
*/
class BitManipulation
{
	// Remove a most significant bit of given number
	fun changeBit(num: Int): Unit
	{
		if (num <= 0)
		{
			return;
		}
		var r: Int = num shr 1;
		r = r or(r shr 1);
		r = r or(r shr 2);
		r = r or(r shr 4);
		r = r or(r shr 8);
		r = r or(r shr 16);
		// Find most significant set bit
		var value: Int = (r + 1) shr 1;
		while (value > 0 && (value and num) == value)
		{
			value = value shr 1;
		}
		// Combine result
		value = value + num;
		// Display calculated result
		print(" Number : " + num + " \n");
		print(" Result : " + value + "\n");
	}
}
fun main(args: Array < String > ): Unit
{
	val task: BitManipulation = BitManipulation();
	// Test A
	// 320 = (101000000)
	//         ↑        Change bit
	// ---------------------
	//        111000000)
	// Result : 448
	task.changeBit(320);
	// Test B
	// (1000) = (1111101000)
	//                ↑     Change bit
	//           1111111000
	// ---------------------
	// Result : 1016
	task.changeBit(1000);
	// Test C
	// (54) = (110110) 
	//           ↑      Change bit
	//         111110
	// ---------------------
	// Result : 62
	task.changeBit(54);
	// Test D
	// 9    = (1001) 
	//          ↑    Change bit
	//         1101
	// ---------------------
	// Result : 13
	task.changeBit(9);
	// Test E
	// 7    = (111) 
	//             There is no inactive bit
	//         111
	// ---------------------
	// Result : 7
	task.changeBit(7);
}

Output

 Number : 320
 Result : 448
 Number : 1000
 Result : 1016
 Number : 54
 Result : 62
 Number : 9
 Result : 13
 Number : 7
 Result : 7


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