7. Rank the following functions by order of growth; that is, find an arrangement 91, 92, ..., 920 of the functions satisfying 91=12 (92), 92=12 (93), 93=12 (94), ..., 919=12 (920). Partition your list into equivalence classes such that the functions g(n) and f(n) are in the same class if and only if g(n)= f(n)). Consider logn as base 2 and in as the natural logarithm. (13) lognn? (7/3)" 7 In Inn n2n 32" noglogn glogn n-logn 2 Blogn n/logn Inn Vlogn 23** 4logn 321 Cuadro 1: Growth of functions