root M D G Given that when a choice is available, nodes are visited left to right, what is the breadth-first traversal of the above tree? HGTMDBA AMD BHGT HGMDTBA AMHGDBT
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- Write is the node arrangement based on postorder traversal. Left Data Right X E X X F XWrite is the node arrangement based on inorder traversal. Left Data Right BX X E XTrue/False: A complete tree represented as an array takes about three times less space than the same tree in a linked node representation?
- True or False: The largest element in any non-empty BST always has no right child. True or False: The smallest element in any non-empty BST always has no right child. A tree node that has no children is called a node. The children of a same parent node are called asroot M D R 2 What is the pre-order traversal of the above binary search tree? MDTAGRZ ADG MRTZ MDAGTRZ AGRZDTM None of these is correct.Design a General tree of 7 elements and Traverse it with the following methods. Level by level traversal Pre order traversal Post order traversal
- Reference the following pseudocode for the next question: BSTadd(t, v) // from visualgo.net if insertion point is found create a new node if v < current node's value go left else go right 2.4. What would the tree look like after the following operations? Choose from the options below. BSTadd(t, 11) BSTadd(t, 9) BSTadd(t, 10) BSTremove(t, 8) 3 1 BSTremove(t, v) // from visualgo.net search for v if v is a leaf delete leaf v else if v has 1 child bypass v else replace v with successor 1 3 لرا B 8 1 1In a doubly linked list the first class is Node which we can create a new node with a given element. Its constructor also includes previous node reference prev and next node reference next. make a node object for the new element. Check if the index >= 0.If index is 0, make new node as head; else, make a temp node and iterate to the node previous to the index.If the previous node is not null, adjust the prev and next references. Print a message when the previous node is null. implement these 3 methods: insert_at_index(), delete_at_end(), display(). use these three functions above use this to name the items 1. insert_to_empty_list()2. insert_to_end()3. insert_at_index() 4. delete_at_start() 5. delete_at_end() . 6. display() let the output be OUTPUT: The list is emptyElement is: 3Element is: 10Element is: 20Element is: 30Element is: 35Element is: 38Element is: 40Element is: 50Element is: 60 Element is: 10Element is: 20Element is: 30Element is: 35Element is: 38Element is: 40Element…Java code that eliminates the binary search's node with the lowest value. returns a reference to its element from a tree. If this tree is empty, it raises an EmptyCollectionException. If the tree is empty, returning a reference to the node with the fewest values produces an EmptyCollectionException.
- ree, called greaterParents (Binary TreeNode treeNode), that returns the number of the parent nodes that have tegers that are greater than the integers stored in the children. eaterParents(root); } Node treeNode) { F10 (Mac). www AVV I % Arial 2 X₂ 10pt >¶ ¶< - RBC v Π " Ω Ⓒ FE 1 V MA student implementing a linked list wrote this method: bool LinkedList::Remove(int e) { for (Node *ptr _head; ptr != nullptr; ptr = ptr->next): %3D 3 1 if (e ptr->element) { %3D%3D 4. Node *deleteMe; deleteMe = ptr->next; ptr->element ptr->next delete deleteMe; ptr->next->element; ptr->next->next; 8. 9. 10 return true; } } return false; 11 12 13 14 } The student tested it with this linked list: head nullptr Strangely he found that it worled perfectly except it crashed with a segmentation fault for only one value. What was the value of e that made it crash? What was the number of the line where it crashed?True or false: A full tree expressed as an array needs around three times less space than a linked node representation of the same tree?