EECS 126 Consider a random undirected graph on n vertices in which each of the n possible edges is 2 present with probability p, independent of all other edges. a. Fix a particular vertex of the graph, and let D be the random variable equal to its degree. Find the pmf and expected value of D. b. Supposethatpdependsonninawaysuchthatnptendstoafixedconstantasn. For large n, how could we model the pmf of D without using n