In B-Tree of order 4 .Each node has at most 4 pointers and 3 keys. if kay are getting more than 3 then it get splitted.
8.a
8.b
As all the key is sameup to "X" so procedure is same as in question subpart 8.a ,so after inserting "N" key value
INSERTING "S"
INSERTING "U"
INSERTING "O"
INSERTING "A"
INSERTING "E"
INSERTING "B"
INSERTING "H"
INSERTING "I"
8.c
As all the key is sameup to "I" so procedure is same as in question subpart 8.b ,so after inserting F key value B-tree look like as follows:-
INSERTING "F"
8.d
As all the key is sameup to "F" so procedure is same as in question subpart 8.c , after that B-tree as follow
INSERTING "K"
INSERTING "L"
INSERTING "Q"
INSERTING "R"
INSERTING "T"
INSERTING "V"
INSERTING "U"
INSERTING "W"
INSERTING "Z"
8. ( 10 points) Show the B-trees of order four resulted from loading the following sets...
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...
please I need it urgent thanks algorithms 2 Binary Search Trees- 10 points (5 points each) 1. Write pseudocode for an algorithm that takes in the root of a binary tree and returns whether or not the tree is a legal binary search tree. 2. Write pseudocode for an algorithm that takes in the root of a binary search tree and prints the keys in sorted order.
Question II - Graph Traversal and Minimum Spanning Trees [40 Points] Consider the following graph: B 10 1 4 1 H 9 4 a) Traverse the graph starting from vertex A, and using the Breadth-First Search algorithm. Show the traversal result and the data structure you are using. [10 Points] b) Traverse the graph starting from vertex A, and using the Depth-First Search (Post-order) algorithm. Show the traversal result and the data structure you are using. [10 Points] c) Apply...
3. (20 points) Solve the following three problems on labeled trees 8) (3 Figure 3: The trees Th. T. Ti for Problem 3 (a). (a) (8 points) Find the Prüfer Code associated to the three trees depicted in Figure The trees are denoted by Ti, Ta and T; from left to right. (b) (8 points) Draw the labeled trees associated to the following three Prifer codes (e) (4 points) How many labeled trees are there with 7 nodes?
For the bream shown below, please find the following: a. Your specific loading and dimension b. Support reactions c. Internal shear and bending moment values to the left and to the right of C d. Shear and bending moment diagrams 8 15 kn PKN UDL. KN/M = = А BA С 2 m 2 m 4 m 4 m P1 P2 UDL1 First Letter of Your Name First Letter of Your Last Name Second Letter of Your Last Name A-G...
Please explain with steps 8. Show that the order in which elements are listed in a set does not matter. Use sets to define the notion of ordered pair < a, b > and give a proof that your definition works. This means to show that if < a,b >=< c,d >, then a = c and b = d. 8. Show that the order in which elements are listed in a set does not matter. Use sets to define...
show your tree clearly Given four sets with priorities S1{10, 15, 3, 8, 20, 5, 17, 15, 19, 12, 7, 113, s,-{18, 2, 16, 5, 9, 7, 12, 8, 16, 9), s,-(10, 15, 3, 8, 20, 5), and S4 (16, 15, 9, 17, 12, 2, 6}
Write the complete proof. Consider the relational schemas given below and the respective sets of functional dependencies valid in the schemas For each one of the relational schemas, determine the highest normal form, which is valid for a schema. Justify your answer If a schema is not in BCNF, then decompose it into a minimum number of schemas so that each one of them is in BCNF. Justify your answers. Justification must include the derivations of minimal keys from the...
• 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...