31. What is the space complexity of storing a graph using an adjacency matrix?
32. What is the time complexity of adding an edge in an adjacency list representation of a graph?
33. In a weighted graph, what does the edge weight represent?
34. Which algorithm is used to find the strongly connected components of a directed graph?
35. What is the time complexity of performing a BFS on a graph with V vertices and E edges using an adjacency list?
36. What is the characteristic of a tree that makes it a special type of graph?
37. Which of the following graph algorithms is used to find the shortest path between all pairs of vertices?
38. How does the Bellman-Ford algorithm handle negative weight edges?
39. What is the purpose of the adjacency list in graph representation?
40. In an undirected graph, what is the sum of the degrees of all vertices equal to?
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