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## Step 1: Modify node p as necessary to reflect its status after the desired.

### Trees -- Time Analysis The implementation of a B-tree is efficient since the depth of the tree is kept small.

Dec 05, bool remove_largest(node & root) { if (root == nullptr) return false; node temp = root, prev = nullptr; while (temp->right!= nullptr) { prev = temp; temp = temp->right; } if (prev == nullptr) //didn't have a right child root = root->left; //therefore delete root and move the pointer to left child else prev->right = nullptr; //delete the largest return true; }.

Dec 04, C++:: How To Remove The Largest Node In A Binary Search Tree Dec 4, How would I remove the largest node in a Binary Search tree? function prototype: boolean remove_largest(node & root) {} I know that if there's no right child, then the root node has to be deleted.

If there is a right child, then traverse that path for the largest node. Jan 03, Delete Operation binary search tree (BST) delete operation is dropping the specified node from the tree. in case deleting the nodes, there are three possibilities −.

Deleting a leaf node from the tree: The simplest deletion is the deletion of a leaf node from the binary search tree. For deleting the leaf node only the leaf gets bushmulching.barg: largest. Mar 08, In the 2 children deletion case i tried to find the largest node in left sub-tree using a find_max_of_tree function, and copy the value of that node into root node (the one i want to be deleted), then delete the original max node of left tree using recursion.

Apr 14, The problem is most probably here: while(max->data right->data) max = max->right; You are running out of the tree (max->right will become NULL eventually).Actually, as it's a binary search tree, there is no need to compare bushmulching.bar's enough just to walk to the right while it's possible: while (max->right) max=max->right; Also note the last assignment in this branch: there are two.

Jul 29, Given a Binary Tree, write a function that returns the size of the largest subtree which is also a Binary Search Tree (BST).

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If the complete Binary Tree is BST, then return the size of whole tree. Start from root and do an inorder traversal of the tree. For each node N, check whether the subtree. (Using C++) Write a function to remove the node with the largest data item from a Binary Search Tree. assuming: int remove_largest(noderoot); or int remove_largest(node& root).