9 The search efficiency of BST is related to the height of BST 10 Hash table can only store the value of data elements, not the relationship between data elements O X 11 The keyword of each node is larger than its left child and smaller than its right child. Such a binary tree is called BST 12 In BST, new nodes are always inserted in the form of leaf nodes
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Q: 4. What is the time complexity of insert function in a hash table using a binary tree?
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A:
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- 1. Which of the following statements about the Merkle tree is incorrect: A. Merkle tree can be considered as a binary tree of hash pointers. B. A node in a Merkle tree can have more than two children. C. In the Merkle tree, it takes O(log n) for the proof of membership, where n is the number of nodes in the tree. D. We can use hash pointers in any pointer‐based data structure as long as the data structure doesn’t have cycles. 2. Birthday paradox: Given N people, calculate the probability that at least two people have their birthday in the same month. 1) when N = 4; 2) when N = 14.. Assume you have a binary search tree with a root at 50, which of the following could not represent a valid search through the tree for a value? 2.Assume you have 8 different elements and wish to build a tree out of them. What are the largest and smallest heights this tree can have? 3.Assume you have a binary search tree where every pointer to another node requires 8 bytes and every value is a 4 byte integer. What is the total amount of space required if you have a tree with 3 levels and all levels are full? 4. Assume we are comparing a binary search tree and a normal tree's performance. Which of the following are a limitation of the BST in comparison with a normal tree? 5. Assume you have the first 5 outputs from a traversal of a binary search tree, 50, 45, 35, 25, 15. Which of the following could be the traversal represent? 6. Assume you have a complete binary search tree with a total size of 8 elements, what is the largest number of nodes that may have to be visited in a search…Consider the following linked list: Give the correct sequence to steps to the list be like below: I Move pointer to position to insert i.e. node K II Point the new node to next of node K III Point the node K to the new node. IV Create new node S Select one: A.IV, I, II, III B.IV, I, III, II C.IV, III, II, I D.I, II, III, IV
- Java Simulate the behavior of a hash map. Assume the following: the hash table array has an initial capacity of 10 the hash table uses separate chaining to resolve collisions and adds new values at the beginning of the linked list. the hash function returns the absolute value of the integer key, mod the capacity of the hash table rehashing occurs at the end of an add where the load factor is ≥ 0.5 and doubles the capacity of the hash table Fill in the diagram to show the final state of the hash table after the following operations are performed. Write each bucket as key:value pairs with arrows between them, such as key1:value1 -> key2:value2 -> key3:value3 . Put a \ in the box if an array element is unused. Also write the size, capacity, and load factor of the final hash table. Write the load factor in 0.x format, such as 0.5 or 0.75. hashTable[ 0 ] : _____ hashTable[ 1 ] hashTable[ 2 ] hashTable[ 3 ] hashTable[ 4 ] hashTable[ 5 ] hashTable[ 6 ] hashTable[ 7 ] hashTable[ 8 ]…10.12 There is a possibility that one linear structure is more universal than another.(a) Can a Stack be used to implement a Queue? What is the degree of difficulty of each Queue operation? (b) Can a Queue be used to implement a Stack? What are the complexity of the various Stack techniques? 10.13 Describe how we may efficiently construct a Queue as a pair of Stacks, referred to as a "stack pair." (Hint: Think of one stack as the head of the queue and the other as the tail.) 10.12 There is a possibility that one linear structure is more universal than another.(a) Can a Stack be used to implement a Queue? What is the degree of difficulty of each Queue operation? (b) Can a Queue be used to implement a Stack? What are the complexity of the various Stack techniques? 10.13 Describe how we may efficiently construct a Queue as a pair of Stacks, referred to as a "stack pair." (Hint: Think of one stack as the head of the queue and the other as the tail.) 10.12 There is a possibility that…I.2. Which statement is false?a) Linked lists are collections of data items "lined up in a row," insertions and deletions can be madeanywhere in a linked list.b) Insertions and deletions are made only at one end of a stack, its top. c) Insertions and deletions are made only at one end of a queue, its tail. d) Binary trees facilitate high-speed searching and sorting of data
- 4. fast please If h ( x ) = x mod 7 (i.e. the hash table has 7 rows) and separate chaining resolves collisions, what does the hash table look like after the following insertions occur: 5, 8, 10, 24, 15, 32, 17, 14, 19, 38? Assume that each node item contains only a search key for its data. Draw the FINAL representation of the hash table clearlyMake an inventory of items. MAXSTACK, like GETMAX, supports the ADT commands PUSH, POP, and EMPTYSTACK and performs operations comparable to a standard linked stack. The GETMAX function maintains track of the stack's largest member. Can the collection be built using GETMAX, which has an O(1) temporal complexity? It is incorrect to copy an old Bartleby response.Consider the following linked list: Give the correct sequence to steps to the list be like below: I Move current pointer to the position to delete i.e. node D, II Move the previous pointer behind the current pointer i.e. node C III Make the node C to point to next of node D. IV Delete the node D Select one: A.II, I, IV, III B.I, II, III, IV C.IV, I, II, III D.IV, III, II, I
- 10.12 It is possible for one linear structure to be more general than another.(a) Can a Queue be implemented using a Stack? What is the level of complexity of each Queue operation? (b) Can a Stack be implemented using a Queue? What are the various Stack techniques' complexities? 10.13 Explain how we could efficiently build a Queue as a pair of Stacks, known as a "stack pair." (Hint: Consider one of the stacks to be the head of the queue and the other to be the tail.)224.Consider the following statements: a. Kruskal’s algorithm might produce a non-minimal spanning tree. b. Kruskal’s algorithm can efficiently implemented using the disjoint-set data structure. a is true but b is false Both a and b are false Both a and b are true b is true but a is falseJava 8 decreased key search runtime of hashmap comparing to Java 7 hashmap key search by handling collisions with _____________ chaining after a threshold instead of linkedlist. A. Binary Search Tree B. Heap C. Stack D. Balanced Binary Search Tre The ____________ is the process to extend the capacity of the hash table when reaching the allowed maximum percentage occupancy. A. Extending B. Rehashing/Resizing C. Shrinking D. None of the Above