Level-order traversal of a binary tree

using System;

using System.Collections.Generic;

using System.Collections;

using System.Linq;

using System.Text;

 

namespace ConsoleApplication1

{

    public class Node

    {

        private Node left;

        private Node right;

        private int value;

        public Node(Node left, Node right, int value)

        {

            this.left = left;

            this.right = right;

            this.value = value;

        }

        public Node getLeft()

        {

            return left;

        }

        public Node getRight()

        {

            return right;

        }

        public int getValue()

        {

            return value;

        }

    }

 

    class Program

    {

        static void Main(string[] args)

        {

            //Initializing the tree structure

            Node bottomFirst = new Node(null, null, 1);

            Node bottomSecond = new Node(null, null, 4);

            Node bottomThird = new Node(null, null, 7);

            Node bottomFourth = new Node(null, null, 12);

            Node middleFirst = new Node(bottomFirst, bottomSecond, 3);

            Node middleSecond = new Node(bottomThird, bottomFourth, 10);

            Node root = new Node(middleFirst, middleSecond, 5);

            Console.WriteLine("Level order traversal");

            Console.WriteLine("=====================");

            if (root != null)

            {

                Queue q = new Queue();

                q.Enqueue(root);

                while (q.Count != 0)

                {

                    Node temp = (Node)q.Dequeue();

                    Console.Write(temp.getValue() + " ");

                    if (temp.getLeft() != null)

                    {

                        q.Enqueue(temp.getLeft());

                    }

                    if (temp.getRight() != null)

                    {

                        q.Enqueue(temp.getRight());

                    }

                }

                Console.WriteLine();

            }

        }

    }

}
 
Level order traversal
=====================
5 3 10 1 4 7 12
Press any key to continue . . .
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