State the properties of B Tree.

A B tree of order m contains all the properties of an M way tree. In addition, it contains the following properties. Every node in a B-Tree contains at most m children. Every node in a B-Tree except the root node and the leaf node contain at least m/2 children. The root nodes must have … Read more

How can AVL Tree be useful in all the operations as compared to Binary search tree?

AVL tree controls the height of the binary search tree by not letting it be skewed. The time taken for all operations in a binary search tree of height h is O(h). However, it can be extended to O(n) if the BST becomes skewed (i.e. worst case). By limiting this height to log n, AVL … Read more

Write a recursive C function to calculate the height of a binary tree

int countHeight(struct node* t) { int l,r; if(!t) return 0; if((!(t->left)) && (!(t->right))) return 0; l=countHeight(t->left); r=countHeight(t->right); return (1+((l>r)?l:r)); } Sure, here’s a recursive C function to calculate the height of a binary tree: cCopy code #include <stdio.h> #include <stdlib.h> // Definition of a binary tree node struct Node { int data; struct Node* left; … Read more

Write the recursive C function to count the number of nodes present in a binary tree

int count (struct node* t) { if(t) { int l, r; l = count(t->left); r=count(t->right); return (1+l+r); } else { return 0; } } Sure, here’s a recursive C function to count the number of nodes in a binary tree: cCopy code #include <stdio.h> #include <stdlib.h> // Define the structure of a binary tree node … Read more

Which data structure suits the most in the tree construction?

Queue data structure The most suitable data structure for constructing trees is the recursive data structure. Trees naturally lend themselves to recursive definitions and operations. Each node in a tree can have references to its child nodes, allowing for a hierarchical structure. In programming, trees are commonly represented using classes or structs where each instance … Read more