How to implement in Java this algorithm  Algorithm: Maximum Bandwidth(G,a)   Input: prompt the user for n = number of switching centers and b = number of edges/bandwidths Then prompt the user for bandwidth information that will be represented by character values (source A --> destination B 7 bandwidth). After prompt the user for two switching centers to find maximum bandwidth.   Output: Maximum bandwidth(integer) between two switching centers     Initialize empty queue Q; Start = a; for each vertex u of G do, D[u] = 0; for all vertices z adjacent to Start do{ ---- 1 If D[Start] => D[z] && w(start, z) > D[z] { Q.enqueue(z); D[z] = min(D[start], D[z]); } } If Q!=null { Start = Q.dequeue; Jump to 1 } else finish();

A: {1,3,5,7,9}B: {1,2,4,9} If c={1,6,8,10}, express following sets with bit strings:((in the picture))

Bridge Self Learning Algorithm. Five LANs are connected by four bridges. Each bridge maintains two tables that describe what stations are in each LAN. Initially, all the tables are empty. Show how the tables of the four bridges change after each of the following events happen in sequence. A sends a frame to B B sends a frame to A C sends a frame to A G sends a frame to B

Assume you have a queue with a maximum size of 100 elements and you want to perform the following operations: Enqueue 50 elements into the queue. Dequeue 20 elements from the queue. Enqueue 80 elements into the queue. Dequeue 60 elements from the queue. Enqueue 40 elements into the queue. What is the final size of the queue after performing all these operations?

please help for parts A,B,C,D of this question. You can choose which option you want to pick for the problem. I use mac terminal so pls also guide me how to compile and run the program!!! Please test the code with different graphs as well! thank you again,

Write a program in C to delete first node of Singly Linked List. Test Data : Input the number of nodes : 3 Input data for node 1:2 Input data for node 2:3 Input data for node 3:4 Expected Output : Data entered in the list are : Data = 2 Data = 3 Data = 4 Data of node 1 which is being deleted is : 2 Data, after deletion of first node : Data = 3 Data = 4

Queues are often used to simulate situations where people have to wait in line. One scenario we can simulate with a queue is the annual Single’s Night dance at the Elks Lodge. Men and women enter the lodge and stand in line. The dance floor is quite small and there is room for only three couples at a time. As there is room on the dance floor, dance partners are chosen by taking the first man and woman in line. These couples are taken out of the queue and the next set of men and women are moved to the front of the queue. As this action takes place, the program announces the first set of dance partners and who the next people are in line. If there is not a complete couple, the next person in line is announced. If no one is left in line, this fact is displayed.First, let’s look at the data we use for the simulation:F Jennifer IngramM Frank OpitzM Terrill BeckermanM Mike DahlyF Beata LovelaceM Raymond WilliamsF Shirley YawM Don GundolfF Bernica TackettM David DurrM Mike McMillanF Nikki…

Wireless sensor networks are a particular kind of communication network. Sensor nodes in WSNs are responsible for transmitting data to and from each other and a base station. The amount of processing power and memory available to a sensor node is limited. Take into consideration an algorithm that may be segmented into more manageable difficulties. Which method, divide and conquer or dynamic programming, would you choose to use in order to carry out these subproblems at their respective sensor nodes? Write in a succinct manner.

Network routing Analysis - Using Dijkstra’s algorithm

1 2 2 4 3 3 4 1. Use the network graph above (nodes are 1, 2, 3, 4 in bold) for Dijkstra’s algorithm, assuming 2 is source. The initial values in the D (distance) and R (next hop) arrays are given in the tables below. 1 3 4 1 3 4 u V D[u] | 2 4 R[v] 3 00 a) The node u that the algorithm will select next is: Answer: u= b) The first iteration of the outer while loop in the algorithm is now done using the above node u. Fill in the values in the D and R arrays in the tables below after doing this first iteration only. 1 3 4 V 1 3 4 D[u] R[v)