For the following, Write a C++ program to build a binary search tree based on the following number sequence. Then print out this tree in preorder, Inorder, and post order. You must implement the three traversal print functions recursively. 16, 10, 7, 14, 3, 11, 5, 15, 4, 13, 12, 2, 8, 9, 11

Write a program in C++ to create a Binary Search tree (BST) of integers. The program will perform these operations: Insert node(s), Traverse In-order, Search node, Delete node, Leaf Count, Parent of a node and Quit. Use the header file similar to this: #include #ifndef BT_H #define BT_H using namespace std; class BT { private: struct node { int data; node* left; node* right; }; node* root; public: BT(); bool isEmpty() const { return root == NULL; } void insert(int); void print_inorder(); void inorderTrav(node*); void searchBST (int); void deleteNode(int); int count (); int leafCount(node*); void nodeParent(int); //Constructor //Check for empty //Insert item in BST //In-order traversing driver //In-order traversing //Searches BST for a specific node //Delete item from BST //Count driver //Counts number of leaves in BST //Finds parent of a node }; #endif Use the following menu in your program. MENU 1. Insert node(s) 2. Traverse In-order 3. Search node 4. Delete node 5. Leaf Count 6....

Python Using recursion only No loops Using such type()function, len()function, indexing, slicing The function must return true(boolean) if a list has sets otherwise returns false def hasSet(lst):

USING C++, Implement a TEMPLATED Binary Search Tree (RECURSIVE) class, that is minimal & complete. Provide the following recursive operations: Insert, Delete tree, Search, inOrder traversal, preOrder traversal, postOrder traversal. Methods essential for correct operation of tree in terms of managing memory must be provided. Any additional methods can be added. Use function pointers in the traversal routines. cannot use std::function (or any other similar routine from std namespace. Test BST to make sure all methods work. In particular make sure that you can pass the tree to other routines by value, const reference and reference. Check that data values are as expected on pass/return to/from routines. Do not use GUI interaction. Input/Output (user): Sample output formats shown below use made up data for the year 1905. Menu options are: The average wind speed and sample standard deviation for this wind speed given a specified month and year. (print on screen only) Eg: January...

Programing C Just with #include Creating a Tree In this challenge, you will have to use pointers to create a tree. More specifically, the tree shown below: n1 n2 n3 n4 "end" "end" n5 "end" n6 "end" n7 "end" "end" "end" "end" "end" "end" "end" "end" "end" "end" "end" should be the same end we discussed in class for singly linked lists In other words, you will have to create structures that contain one value and three pointers. You will then have to declare your nodes and have their pointers (arrows), point to the nodes specified in the three. You will do this in the exact same way as we did with linked lists. The differences here are that you have more pointers and a different layout of the nodes. Your program should not print anything. It is merely meant to show your understanding of pointers and "nodes" (structures). Therefore, aside from the definitions of your structures, everything should be in main.

Implement a C++ program to store Strings in Binary Search tree. Your program should have following functions: Insert Display Search Data structures in C++

I need help with coding in C++ please: Write a program (in main.cpp) to do the following: a. Build a binary search tree T1. b. Do a postorder traversal of T1 and, while doing the postorder traversal, insert the nodes into a second binary search tree T2 . c. Do a preorder traversal of T2 and, while doing the preorder traversal, insert the node into a third binary search tree T3. d. Do an inorder traversal of T3. e. Output the heights and the number of leaves in each of the three binary search trees. The program should accept input and produce output similar to the example below: Enter numbers ending with -999: 10 5 7 -999 tree1 nodes in postorder: 7 5 10 tree2 nodes in preorder: 7 5 10 tree3 nodes in inorder: 5 7 10 tree1 height: 3 tree1 leaves: 1 tree2 height: 2 tree2 leaves: 2 tree3 height: 2 tree3 leaves: 2 The program has 3 tabs: main.cpp , binarysearchTree.h , and binaryTree.h

write in C++ DATA STRUCTURES AND ALGORITHMS Give OUtPUT SCREENSHOT