If a node is at distance i from s, then its neighbors are at distance either i − 1 or i or i + 1 from s. explain stetement using right algorithm.

let’s examine FSAs whose transition functions are FULL BINARY TREES. We can call these objects FBTSAs to help you remember that they are full binary trees. The alphabet of an FBTSA is Σ = {0, 1}, the start state is at the root, transition arrows must go away from the root and toward the leaves, and all transitions out of the leaves are to a fail state (not drawn). Like a normal FSA, any state can be either accepting or rejecting, except the fail state, which always rejects. Using big-O notation, give an upper bound for the number of accepted words in the language of any FBTSA in terms of the number of states |S|. Please explain your answer.

Given the following key sequence (6,22,9,14,13,1,8) build the dynamic binary search tree WITHOUT BALANCING IT. How many probes (i.e., comparisons) does it take to determine that key 100 is not in the tree? (In this study case, the root is 6; the next element 22 > 6, so it goes to the right, etc).   DEPTH counting starts at 1 at the root

1.Show the result of inserting 2, 1, 4, 5, 9, 3, 6, 7 into an initially empty AVL tree. 2. Write a nonrecursive function to insert into an AVL tree. 3.How many bits are required per node to store the height of a node in an N-node AVL tree? What is the smallest AVL tree that overflows an 8-bit height counter? 4. Show the result of accessing the keys 3, 9, 1, 5 in order in the splay tree in below tree 10 12 5.Show the result of accessing the keys 3, 9, 1, 5 in order in the splay tree in 13

You are going to simulate the operation of an AVL tree on paper. For the purposes of this assignment, assume that new returns addresses in the following order: @1480 @1120 @1096 @1264 @1180 @1192 @1768 @1804 @1228 @1372 @1312 @1276 @1168 @1696 @1084 @1504 @1468 @1216 @1384 @1204 @1648 @1024 @1108 @1396 @1144 @1432 @1252 @1348 @1564 @1072 @1684 @1540 @1672 @1624 @1420 @1588 @1300 @1792 @1060 @1720 @1336 @1612 @1552 @1324 @1636 @1660 @1288 @1708 @1732 @1492 @1780 @1528 @1156 @1444 @1036 @1456 @1240 @1576 @1516 @1756 @1360 @1132 @1408 @1600 @1744 @1048 Also note that if you remove all references to an address (so it is garbage collected), it goes to the back of the queue (so would be after whatever is the last address in the AVL at that time). For delete() of a node with two children, I want you to assume that we replace the data (but not the node itself) with the successor value (and that the successor is removed and garbage collected). There are no duplicates allowed, so if there's a…

Generate the shortest path tree using the Dijkstra Algorithm using the following format: Note: using link state (OSPF)   Shortest path tree for node A1.Permanent list                                           Tentative listempty                                                           A(0)2.Permanent list                                           Tentative listA(0)                                                                B(5), C(2), D(3)3.Permanent list                                           Tentative listA(0), C(2)                                                       B(5), D(3), E(6)4.Permanent list                                           Tentative listA(0), C(2), D(3)                                              B(5), D(3)5.Permanent list                                           Tentative listA(0), C(2), D(3), B(5)                                     D(3)6.Permanent list                                           Tentative listA(0), C(2), D(3), B(5), D(3)…

Given a string of digit characters including totally 21 digit characters (7 different character symbols). a) Determine and draw the Huffman Tree, based on different character symbols of the string "318159865358979383886" above, and their frequencies of occurrence as their weights. No steps required. b) List the prefix codes of different character symbols, based on this Huffman Tree. c) Find the weighted path length (WPL) of the prefix codes and its average bit length (ABL), with 3 decimal places. Show the steps of your calculation.

Draw a binary expression tree.   (2a  +  5b)  ^  3  *  (x   -  7y)  ^  4

What is need for finding minimum spanning tree?