a,b,ca,c Question 18 (17.5 points) Saved Given a graph that is a tree (connected and acyclic). (I) Pick any vertex v. (II) Compute the shortest path from v to every other vertex. Let w be the vertex with the largest shortest path distance. (III) Compute the shortest path from w to every other vertex. Let x be the vertex with the largest shortest path distance. Consider the path p from w to x. Which of the following are true a. p is the longest path in the graph b. p is the shortest path in the graph c. p can be calculated in time linear in the number of edges/vertices Question 19(17.5 points) Saved I am given a file F which has all the 128 ASCII characters, all with the same frequency. What is the number of internal nodes of the the Huffman tree? 16 127 7 10 Question 20 (17.5 points) Saved This graph has an Eulerian tour or cycle True.