while performing the deletion ,we will first check with our child node if problem is still persist ,then we will check with siblings. if siblings are also underflow then we will merge the node.
Problems #3 thru #5 refer to the following b-tree. Note that problems #4 and #5 are...
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...
Question 4. (20 point, 10 points each) Consider the B+ tree index of order d 2 shown below. Assume the left order is for and the right order is for If you can borrow from both siblings, choose the right sibling. Answer these question:s Root 50 73 85 8 18324o 256810*18*27 32 39 73 80* 41 45* 52 58 91 99* a) Show the B+ tree after inserting the data entry with key 7 into the original tree. b) Show...
11. In the 2-3 tree given below (i.e., NOT a 2-3-4 tree), execute insert(28), insert(99), and insert(58), in that order, making sure to rebalance after each insertion. Draw the resulting 2-3 tree after executing these operations. 45 20 70 30 60 80 90 2(4(10 11) (25) (40) (50 55) (65) (71 75)(85) (92 96
6. For the B+-tree where M=3 and L=5 shown below, show how an insert of value 80 is handled. || 12 || 50 || / | \ / | \ 2 12 50 5 18 65 7 20 70 9 21 72 10 24 78 10 points 7. For the B+-tree where M=3 and L=5 shown below, show how an insert of value 28 is handled. || 24 || 75 || / | \ / | \ / | \...
• P1 (10 pts) Show the result of inserting 2, 9, 5, 8, 6, 4, 3, 1 into an initially empty AVL tree (draw a resulting tree after inserting each number; you need to draw 8 AVL trees). • P2 (5 pts) What is the minimum number of nodes in an AVL tree of height 8? • P3 (5 pts) Show the result of deleting the element with key 9' from the following splay tree. • P4 (5 pts) Show...
Data Structure!!!!!!!!!! For the B+-tree where M=3 and L=5 shown below, show how an insert of value 77 is handled. Use the method of splitting the node rather than redistributing between siblings. || 24 || 75 || / | \ / | \ / | \ || 10 || 16 || || 41 || 50 || || 84 || 90 || | / \ / | \ | \ \ / | | | | \ | | | 2...
For the B+-tree where M=3 and L=5 shown below, show how an insert of value 77 is handled. Use the method of splitting the node rather than redistributing between siblings. || 24 || 75 || / | \ / | \ / | \ || 10 || 16 || || 41 || 50 || || 84 || 90 || | / \ / | \ | \ \ / | | | | \ | | | 2 10 16...
Consider the B+ tree shown in the following as an original tree. 73 85 1 2 5 6 8 1 32 39 41 45 52 58 73 91 99 Answer the following questions: 1) (2 marks) There are currently 18 records in this tree. How many additional records could be added to this tree without changing its height (give the maximum possible number)? (3 marks) Show the B+ tree after inserting a data entry with key 3 into the original...
Solve Problems ( I Thru 4, 10 Points Each) 1.) P-51.506 25 i-5% Find: F 2) F = $12,000 n7 P = 55,000 Find: 1 3) F = 59,000 P - $4,000 1 -7% Find: n
B trees java NAME CSC 236 HW #3 (B-trees & heaps) 1. Given a B-tree of order 5, add the elements 1, 12, 8, 2, 25, 5, 14, 28, 17, 7, 52, 16, 48, 68, 3, 26, 29, 53, 55, 45 into a B-tree in this order. Draw the diagrams to show the B-tree after each element is added. 2. Add the elements 27, 35, 23, 22, 4, 45, 21, 5, 42, 19 into a heap in this order Draw...