Pick all statements that apply to this directed graph. A) Every node is reachable from node c. (Do not include node c.) B) From node a to node g there are at least 3 different paths, all with different lengths. C) There are no cycles in this graph. D) There is a loop in this graph. E) There is a path from node e to node f of length 3.

Alert dont submit AI generated answer.   Write a program that reads a weighted graph and an initial vertex.The program must print on the screen the minimum paths obtained by Dijkstra's algorithm. Input: Receives n, m and s; n is the total number of vertices, m the total number of arcs and s is the initial vertex.Next, m lines, each line with a trio of integers, corresponding to the beginning and end of the arc, followed by the weight of the arc.(Vertices are identified from 0 to n-1.) Output: Prints the shortest paths obtained by Dijkstra's algorithm. Exemple: Input: 5 10 00 1 100 4 51 2 11 4 22 3 43 2 63 0 74 1 34 2 94 3 2 Output: [0, 8, 9, 7, 5][-1, 4, 1, 4, 0]

True or false: A max flow of a graph is always the sum of a subset of its edges.

Consider the following directed graph. E N B C Which of the following are valid cycles? A, A, D A, D, C, A A, A, A, A, A C, E, B, C A E, D, C, B, E C, E, B

use java programming lanuage if needed to explain