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Java Code: Count Leaf Nodes (Minimal Version)

Java Code: Count Leaf Nodes (Minimal Version) Here is a short and simple Java code to count the number of leaf nodes in a binary tree using recursion:   ✅ Java Code: Count Leaf Nodes (Minimal Version class Node { int data; Node left, right; Node(int data) { this.data = data; } }   public […]

Java practice programs in data structure

=== Student Management Menu === 1. Add Student 2. Display All Students 3. Search Student by Roll No 4. Remove Student 5. Exit Enter your choice: 1 Enter Roll No: 101 Enter Name: aaa Student added successfully!   === Student Management Menu === 1. Add Student 2. Display All Students 3. Search Student by Roll […]

Java data structures practice programs

  Traversing in binary tree   int countLeafNodes(Node root) { if(root==null) return 0;   Stack<Node> stack=new Stack<>(); stack.push(root); int leafcount=0;   while(!stack.isEmpty()) { Node current=stack.pop();   if(current.left==null && current.right==null) leafcount++; if(current.right!=null) stack.push(current.right); if(current.left!=null) stack.push(current.right); } return leafcount; }

Java data structures Breadth first search

BFS(Breadth First search)   –>also called as level order traversal(where you can visit nodes level by level from top to bottom and left to right)   class Node { int key; Node left,right;   Node(int item)//item=1 { key=item; left=right=null; } } class Breadth { Node root;   public void bfstraversal(Node root) { if(root==null) return;   […]

Java data structures in binaru tree

Binary Tree: –>Binary tree is a hierarchical data structure where each node has at most 2 children left child and right child   Tree Terminology:   Node: An element in the tree. It contains data and links   Root: The topmost node in the tree(No parent)   Parent: A Node that has children   Child: […]

Java important practice programs

  TCS Codings – 2 def find_equilibrium_index(arr):     total_sum = sum(arr)     left_sum = 0       for i in range(len(arr)):         # right_sum = total_sum – left_sum – arr[i]         if left_sum == (total_sum – left_sum – arr[i]):             return […]

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