-3 Using Floyd-Warshall Algorithm, find the shortest paths for the following weighted graph. (Show all the steps) 2 1 2 3 5 1 4 4 2 3
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- Q2: Use DDA line algorithm to draw a line from the equation+ =1, 10 2P2 (020Using Dijkstra's shortest path algorithm calculate the shortest path from Node X through to Node Z in the diagram below. You should clearly show each step of the algorithm. Find the weights using code 20194986 in the following order: abcdefgh. (e.g., if your code was 12345678, then a=1, b=2, c=3, ..., g=7, h=8). Afterwards, calculate the shortest path from Node X to Node Z using Dijkstra's shortest path algorithm.[(1B)] The given table below shows the 6 different places that you would like to visit on a particular day. The table below shows the estimated amount of time (in minutes) it takes you to travel (by any means of transportation) from one place to another. If you will visit each of these places exactly once, determine the shortest time possible it would take you to do using the Edge-Picking Algorithm. Examples already provided in the photos below. Home Hospital Mall Esplanade Pet Shop Market Home --- 30 15 17 10 3 Hospital 30 --- 17 20 25 23 Mall 15 17 --- 2 25 18 Esplanade 17 20 2 --- 27 20 Pet Shop 10 25 25 27 --- 7 Market 3 23 18 20 7 ---
- [P8] (Use Djikstra’s Algorithm - Query ) What is the shortest path from A to G?Fleury's algorithm is applied on the following graph starting from vertex b for 4 steps. The nodes visited are b, a, e and d. List the possible vertices we can go to from vertex d. a ... e (으Q 1(b) Show how Breadth First Search works by populating the Answer Table below for the graph G. The table should show the Closed and Open lists at each step in the algorithm until the goal is reached. The green node (J) shows the goal. You do not need to draw out any graph in your answer. Answer Table: Step Closed Оpen STOP goal J has been reached Graph G: B P