Draw the binarv expression trees for the following t / ( e • r + d % f" v - a)
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Draw the binarv expression trees for the following
t / ( e • r + d % f" v - a)
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- Computer Science Exercise: shape [★★★] Write a function same_shape : 'a tree -> 'b tree -> bool that determines whether two trees have the same shape, regardless of whether the values they carry at each node are the same. Hint: use a pattern match with three branches, where the expression being matched is a pair of trees. please use Ocaml for the codingModify the given code to accept float instead of int as a coefficient in C LANGUAGE: // Node structure containing power and coefficient of// variablestruct Node {int coeff;int pow;struct Node* next;}; // Function to create new nodevoid create_node(int x, int y, struct Node** temp){struct Node *r, *z;z = *temp;if (z == NULL) {r = (struct Node*)malloc(sizeof(struct Node));r->coeff = x;r->pow = y;*temp = r;r->next = (struct Node*)malloc(sizeof(struct Node));r = r->next;r->next = NULL;}else {r->coeff = x;r->pow = y;r->next = (struct Node*)malloc(sizeof(struct Node));r = r->next;r->next = NULL;}} // Function Adding two polynomial numbersvoid polyadd(struct Node* poly1, struct Node* poly2,struct Node* poly){while (poly1->next && poly2->next) {// If power of 1st polynomial is greater then 2nd,// then store 1st as it is and move its pointerif (poly1->pow > poly2->pow) {poly->pow = poly1->pow;poly->coeff = poly1->coeff;poly1 =…Java HuffmanTree testing. The application must read a file and build a character frequency table. b. Create a Huffman code tree and a string of '0' and '1' characters to represent that file's code string after generating that table. c. Reread that string and output the file's contents.
- GIVEN: E -> T – T | T T -> T+F | T*F | T/F | F F -> (E) | Int QUESTION : State the associativity of 4 operators BY DRAWING TREEsdef to tree (obj: Union [int, List])-> Optional [Tree]: """Return the Tree which represents. Return None if is not a valid representation of a Tree. You may not access Tree attributes directly, since they're private. This function can be implemented only using the Tree initializer. >>> t = to_tree ([1, [2, [5], [6]], [3, [7], [8, [10]]], [4, [9]]]) >>> t._root 1 >>> t._subtrees [0]._root 2 >>> t._subtrees [1]._root 3 >>> t._subtrees [2]._root 4Help on the following question A co-worker emails you and said she developed a recursive version for doing search in a binary search tree. Here’s the code for the function: public boolean searchRecursive(Node current, int searchValue) { if (current == null) return false; if (current.data == searchValue) return true; else if (current.data > searchValue) return searchRecursive(current.right, searchValue); else return searchRecursive(current.left, searchValue); } She’s not sure if there is an error or not because the code does compile. You analyze the code and respond to her as follows: Draw a picture of what a binary search tree would look like after inserting values of 10, 15, 18, 13, 5, 1, and 8 in that order Next, if you believe there is no error with the code, then show her how the code executes when searching for different values using the tree you made in step 1) Or, if you believe there is…
- Design data structures: present five data structures including B-tree for big data (you find data), for sorting algorithms. In this project, you will implement and analyze the following. Median finding, Order Statistics, and Quick Sort: In this project, you will implement the median-finding algorithms. The user should be able to select the "k”, i.e., the rank of the number desired as output (k = n/2 is the median). You should also be able to select groups of 3, 5, 7, etc. in the linear-time median finding algorithm and be able to compare the performance of each. Also, implement the randomized median finding algorithm and compare it against the linear-time one. Implement quick sorting using both algorithms and compare the performances of these different versions.Help c++ question, I submitted an answer and I just wanted to know after submission if I was right. In this binary search tree what is the output of a post order traversal that for each visit prints the depth of the node?C++ DATA STRUCTURES Implement the TNode and Tree classes. The TNode class will include a data item name of type string,which will represent a person’s name. Yes, you got it right, we are going to implement a family tree!Please note that this is not a Binary Tree. Write the methods for inserting nodes into the tree,searching for a node in the tree, and performing pre-order and post-order traversals.The insert method should take two strings as input. The second string will be added as a child node tothe parent node represented by the first string. Hint: The TNode class will need to have two TNode pointers in addition to the name data member:TNode *sibling will point to the next sibling of this node, and TNode *child will represent the first child ofthis node. You see two linked lists here??? Yes! You’ll need to use the linked lists
- in c++, write a function to find the height of a specific node in a Binary Search Tree.Find two applications/use cases of the binary search tree and explain how the use cases (Applications) apply to the binary search tree.Genere Program Contexts for given statement: If a node n is traversed that corresponds to the pre-header node of a loop L, then function init prehender(n) is invoked which initializes the recurrence variables of L in context c_{b}(n) with the value of u.the folding operator (c, c1, c2 and cs are contexts)