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145
05-trees/BinaryTree.cpp Normal file
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// Implementation file for the BinaryTree class
#include <iostream> // For cout and NULL
#include "BinaryTree.h"
#include <cstdlib> // For rand()
#include <ctime> // For time()
using namespace std;
/**~*~*
Constructor
*~**/
BinaryTree::BinaryTree() {
root = NULL;
count = 0;
}
/**~*~*
This function calls a recursive function to traverse the
tree in postorder
*~**/
void BinaryTree::postOrder(void visit(const Data &)) const {
_postOrder(root, visit);
}
/**~*~*
Postorder Traversal of the Binary Tree:
Left-Right-Root
*~**/
void BinaryTree::_postOrder(BinaryTree::Node *root, void visit(const Data &)) const {
if (root == nullptr) return;
_postOrder(root->left, visit);
_postOrder(root->right, visit);
visit(root->data);
}
/**~*~*
This function calls a recursive function to traverse the
tree in preorder
*~**/
void BinaryTree::preOrder(void visit(const Data &)) const {
_preOrder(root, visit);
}
/**~*~*
Postorder Traversal of the Binary Tree:
Left-Right-Root
*~**/
void BinaryTree::_preOrder(BinaryTree::Node *root, void visit(const Data &)) const {
if (root == nullptr) return;
visit(root->data);
_preOrder(root->left, visit);
_preOrder(root->right, visit);
}
/**~*~*
This function calls a recursive function to traverse the
tree in inorder
*~**/
void BinaryTree::inOrder(void visit(const Data &)) const {
_inOrder(root, visit);
}
/**~*~*
Inorder Traversal of the Binary Tree:
Left-Root-Right
*~**/
void BinaryTree::_inOrder(Node *root, void visit(const Data &)) const {
if (root) {
_inOrder(root->left, visit);
//cout << root->data.num << " ";
visit(root->data);
// cout has been replaced with a call for visit
// What is visit?
// visit is a generic name for a display function
// in main(), when inOrder is called, it is decided what function address to assign to visit
// here, you just use visit the way you would use/call a function
_inOrder(root->right, visit);
// ------------------^^^^^^ visit as an argument
}
}
/**~*~*
Insert data into a random Binary Tree
*~**/
void BinaryTree::insert(Data dataIn) {
Node *newNode;
Node *pWalk;
Node *parent;
int rand_num;
// allocate the new node
newNode = new Node;
newNode->data = dataIn;
newNode->left = NULL;
newNode->right = NULL;
// find a "random" parent
if (!root) // tree is empty
root = newNode;
else {
parent = NULL; // root does not have a parent
pWalk = root;
while (pWalk) {
parent = pWalk;
rand_num = rand() % 100;
if (rand_num % 2) // if odd - take left
pWalk = pWalk->left;
else
pWalk = pWalk->right;
}
// insert the new node
if (!parent->left) // no left child
parent->left = newNode;
else
parent->right = newNode;
}
count++;
}
/**~*~*
Destructor
This function calls a recursive function to delete all nodes in the binary tree
*~**/
BinaryTree::~BinaryTree() {
if (root)
_destroy(root);
}
/**~*~*
This function traverses the binary tree in postorder and deletes every node
*~**/
void BinaryTree::_destroy(Node *root) {
if (root) {
_destroy(root->left);
_destroy(root->right);
delete root;
}
}

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05-trees/BinaryTree.h Normal file
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// Specification file for the BinaryTree class
#ifndef BINARY_TREE_H
#define BINARY_TREE_H
struct Data {
int num;
// more fields could be added if needed
};
class BinaryTree {
private:
struct Node {
Data data; // The value in this node
Node *left; // To point to the left node
Node *right; // To point to the right node
};
Node *root; // root of the tree
int count; // number of nodes in the tree
public:
// Constructor
BinaryTree();
// Destructor
~BinaryTree();
// Binary Tree operations
void insert(Data dataIn);
void inOrder(void visit(const Data &)) const;
void preOrder(void visit(const Data &)) const;
void postOrder(void visit(const Data &)) const;
private:
void _inOrder(Node *root, void visit(const Data &)) const;
void _preOrder(Node *root, void visit(const Data &)) const;
void _postOrder(Node *root, void visit(const Data &)) const;
void _destroy(Node *root);
};
#endif

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/**
Test Driver for Binary Tree functions
This program builds a BT of random integers
Note: The BT_insert() function is specific to this exercise
The main goal of this example is build a binary tree that could be used to
test the traversal and other binary tree functions
*/
#include <iostream>
#include <fstream>
#include <cstdlib>
#include <cstdlib>
#include <ctime>
#include "BinaryTree.h"
using namespace std;
void build_BT(BinaryTree &tree, int n);
void hDisplay(const Data &item); // horizontal display: all items on one line
void vDisplay(const Data &item); // vertical display: one item per line
int main(void) {
BinaryTree tree;
int n; // number of nodes
char option;
cout << "What is the number of nodes in the BT? " << endl;
cin >> n;
cout << "What traversal[prE/posT]? " << endl;
cin >> option;
build_BT(tree, n);
cout << " Inorder: ";
tree.inOrder(hDisplay); // hDisplay is the inOrder's argument
cout << endl;
if (option == 'T' || option == 't') {
cout << "Postorder: ";
tree.postOrder(hDisplay); // passing hDisplay to postOrder
cout << endl;
tree.postOrder(vDisplay); // passing vDisplay to postOrder
cout << endl;
}
if (option == 'E' || option == 'e') {
cout << " Preorder: ";
tree.preOrder(hDisplay); // passing hDisplay to preOrder
cout << endl;
tree.preOrder(vDisplay); // passing vDisplay to preOrder
cout << endl;
}
return 0;
}
/**~*~*
Builds a random Binary Tree of integer numbers within the range
[10, 99]; root is always 50
*/
void build_BT(BinaryTree &tree, int n) {
Data data = {50};
// allocate and initialize the root
tree.insert(data);
//srand((unsigned int)time(0));
while (--n) {
data.num = rand() % 90 + 10;
tree.insert(data);
}
}
// The following two functions are used as arguments to other functions
/**~*~*
horizontal display: all items on one line
*/
void hDisplay(const Data &item) {
cout << item.num << " ";
}
/**~*~*
// vertical display: one item per line
*/
void vDisplay(const Data &item) {
cout << item.num << endl;
}

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05-trees/CMakeLists.txt Normal file
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cmake_minimum_required(VERSION 3.28)
project(05_trees)
set(CMAKE_CXX_STANDARD 20)
add_executable(05_trees BinaryTree_Demo.cpp
BinaryTree.cpp
BinaryTree.h)