All the methods as well as the main method/tester statements must be written in one class. DO NOT write a different class for each method. NOTE: USE PYTHON AD SOLVE BOTH QUESTIONS IF YOU WANT A THUMBS UP. 1. Print elements of all the Nodes of a tree using In-order Traversal. 2. Print elements of all the Nodes of a tree using Post-order Traversal.
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- c++ programming Complete all these 2 methods for the node Node methods •int get_depth(): Returns the depth of the node. •int get_height(): Returns the height of the node. Initial code to be completed:struct node { node* parent; node* right; node* left; int element; int get_depth() { return 0; } int get_height() { return 0; }};When writing a recursive method, you do not need to know ahead of time exactly how many levels of recursion will occur. you must keep count of how many recursion call levels you have traversed. you must make sure the method does not take any input parameters.Course: Data Structure and Algorithims Language: Java Kindly make the program in 2 hours. Task is well explained. You have to make the proogram properly in Java and attach output screen with program: Restriction: Prototype cannot be change you have to make program by using given prototype. TAsk: classBSTNode { Node left; Node right; int data; publicBSTNode(int _data);// assign data to_data and assign left and right node to null } class BST { BSTNoderoot; public BST();// assign root to null void insert(int data);// this function insert the data in tree which maintain property of BST boolean Search(int key); this function search the data in bst and return true if key is found else return false public void EvenPrint(Node n)// this function only print the data which are even, make this function resursive public void OddPrint(Node n)// this function only print the data which are odd, make this function resursive public void PrimePrint(Node n)// this function only…
- Indicate whether the following statements are True or False: Namespaces allow for naming variables, methods, classes without worrying about conflict. T/ F а. b. cin allows us to read text from a file. T / F A simple graph is a graph with nodes having only one incident edge. т/F с. d. In order to perform a binary search on an array, the array has to be sorted. T / F In general, bubble sort is faster than insertion sort. T / F е. A header file of a class describes what member functions do without telling the f. T/ F implementation. g. Enqueue and dequeue operations manipulate an element at the same end of a queue. T/ F h. In doubly linked list, the next pointer of the last data element always points to head. T / F i. In a dictionary, a key can be paired with only one value. т/ F j. In inheritance, functions of the child class can access all members of its parent class. T / F k. In inheritance, functions of the parent class can access all members of its child class. T / F I. Iterators are…Exercise-3: Write a recursive and iterative methods to convert a decimal number to its binary equivalent string. The iterative algorithm (in pseudo-code) for converting a decimal integer into a binary integer as follows: 1. If the integer is 0 or 1, its binary equivalent is 0 or 1. 2. If the integer is greater than or equal to 2 do the following: 3. Divide the integer by 2. 4. Separate the result into a quotient and remainder. 5. Divide the quotient again and repeat the process until the quotient is zero. 6. Write down all remainders in reverse order as a string. 7. This string is the binary equivalent of the given integer. // Recursive decimal to binary method public static String dec2binRecursive(int n) { if (n<2) return n+ " ". else return dec2binRecursive(n/2) + n%2; } a) Write the Complete program for above Recursive decimal to binary method Algorit b) Iterative decimal to binary methodSearching and Sorting Sort a DOUBLY linked sequential list using insertion sort algorithm. Implement binary search algorithm RECURSIVELY.Instructions Complete the following methods on Searching and Sorting. You may use any language must be Java or Python to complete the tasks. If you are using JAVA, you must include the Tester class containing the main method which should test your other methods. If you are using PYTHON, make sure your code has the methods invoked through test statements. Usage of built in methods/libraries are NOT ALLOWED
- def height(words, word): The length of a word is easy enough to define by tallying up its characters. Taking the road less traveled, we define the height of the given word with a recursive rule for the height of the given word to follow from the heights of two words whose concatenation it is. First, any character string that is not one of the actual words automatically has zero height. Second, an actual word that cannot be broken into a concatenation of two nonempty actual words has the height of one. Otherwise, the height of an actual word equals one plus the larger of the heights of the two actual words whose combined concatenation it can be expressed as. To make these heights unambiguous for words that can be split into two non-empty subwords in multiple ways, this splitting is done the best way that produces the tallest final height. Since the list of words is known to be sorted, you can use binary search (available as the function bisect_left in the bisect module) to quickly…Searching and Sorting Sort a singly linked sequential list using selection sort algorithm. Sort a DOUBLY linked sequential list using insertion sort algorithm. Implement binary search algorithm RECURSIVELY.Instructions Complete the following methods on Searching and Sorting. You may use any language must be Java or Python to complete the tasks. If you are using JAVA, you must include the Tester class containing the main method which should test your other methods. If you are using PYTHON, make sure your code has the methods invoked through test statements. Usage of built in methods/libraries are NOT ALLOWEDJAVA Question 2: For two integers m and n, their GCD (Greatest Common Divisor) can be computed by a recursive method. Write a recursive method gcd(m,n) to find their Greatest Common Divisor. Method body: If m is 0, the method returns n. If n is 0, the method returns m. If neither is 0, the method can recursively calculate the Greatest Common Divisor with two smaller parameters: One is n, the second one is m mod n (or m % n). The recursive method cannot have loops. Note: although there are other approaches to calculate Greatest Common Divisor, please follow the instructions in this question, otherwise you will not get the credit. main method: Prompt and read in two numbers to find the greatest common divisor. Call the gcd method with the two numbers as its argument. Print the result to the monitor. Example program run: Enter m: 12 Enter n: 28 GCD(12,28) = 4 And here is what I have so far, package CSCI1302;import java.util.*;public class RecursionDemo { public static void…
- Oct 13 8:38 ALab Goal : This lab was designed to teach you more about recursion. Lab Description : Take a string and remove all occurrences of the word chicken and count how many chickens were removed. Keep in mind that removing a chicken might show a previously hidden chicken. You may find substring and indexOf useful. achickchickenen - removing the 1st chicken would leave achicken behindachicken - removing the 2nd chicken would leave a behindSample Data : itatfunitatchickenfunchchickchickenenickenchickchickfunchickenbouncetheballchickenSample Output : 01302A binary tree is balanced if every node in the tree is such that the heights of its left and right subtrees do not differ by more than one. Complete the pseudo-code method isBalanced which determines if a binary tree is balanced. The function returns a value of -1 if the tree is not balanced, otherwise it returns the height of the tree. Add comments to explain what your code segment is doing. The following definition of a node in the tree is used. class BinaryNode { int element; BinaryNode left; BinaryNode right; } Complete the method below: int isBalanced (BinaryNode t) { int leftCount=0; int rightCount=0; if (t == null) //empty tree, height is 0 return 0; if ((t.left== null) and (t.right== null) return 0; else { . . . . . . . . . } }