For each of the following plots, provide a tight big-O bound, a tight big-2 bound, and a big-e bound. You do not need to show your work; just list the bounds. If a particular bound doesn't exist for a given plot, briefly explain why. Assume that the plotted functions continue to follow the same trend shown in the plots as increases. Each provided bound must either be a constant or a simple polynomial, from the following possible answers. n2,1,n, logn),n,1/ (a)1o r) 10 15 30 (b) 10 r 15 20 (e)10 ) 10 15 20 25 30 10 15 20 25 10 15 30