Consider the B+ tree index shown in Figure 1. Each intermediate node can hold up to...
Question 3. (25 points) Consider the B+ tree index shown below. Each intermediate node can hold up to five pointers and four key values. Each leaf can hold up to four records, and leaf nodes are doubly linked as usual, although these links are not shown in the figure. If you can borrow from or merge with both siblings, choose the right sibling. Answer the following questions 3080 I1 35425065 9098 12 68 69 70 79 98 99 1001105 30...
[Index structure: B+ tree and B tree]
(b). B+ tree index structure is said to be an improvement of B
tree index structure. The most important distinction between them
is that data record pointers exist in both internal and leaf nodes
(i.e., blocks) for a B tree whereas only in the leaf nodes for a B+
tree. Explain why this distinction would make B+ tree a more
efficient structure (in terms of index search speed) overall than a
B tree...
1 Binary Search Trees (25 points) Consider the binary tree as shown in Figure 1. 9 5 15 10 17 8 Figure 1: Binary Tree: The letter next to each node (e.g., a, b) denotes the tree node, and the number inside each node is the key. 1.1 Correctness (10 points) Is this binary tree a valid binary search tree? In other words, does it satisfy the binary search tree property? If not, which node(s) violates the binary search tree...
please answer (b)
Consider the zero-sum game tree shown below. Trapezoids that point up, such as at the root, represent choices for the player seeking to maximize; trapezoids that point down represent choices for the minimizer (a) Assuming both opponents act optimally, carry out the minimax search algorithm. Write the value of each node inside the corresponding trapezoid and highlight the action the maximizer would take in the tree. (b) Now reconsider the same game tree, but use alpha-beta pruning....
4. Given a network of 8 nodes and the distance between each node as shown in Figure 1: 4 1 7 0 4 4 6 6 Figure 1: Network graph of 8 nodes a) Find the shortest path tree of node 1 to all the other nodes (node 0, 2, 3, 4, 5, 6 and 7) using Dijkstra's algorithm. b) Design the Matlab code to implement Dijkstra's algorithm
4. Given a network of 8 nodes and the distance between each...
can anyone provide answers with explaination ? thanks
a lot
I. In the example of recycling the elements of a list in O1) time, which situation holds? A. Both lists are circular B. Both ists are not circular C. The list to be recycled is circular, the garbage list is not D. The garbage list is circular, the list to be recycled is not 2. What is the worst-case time to perform MINIMUML) for a sorted, doubly-linked list with nodes?...