Rank the following functions by order of growth from low to high. If two or more are of the same order (f (n) and g (n) are in the same class if and only iff (n) = 0(g (n) ) , group them together. No proofs are necessary.
2n+1 In n
44x lg n n!
n33 lg (lg n)
2xn² + 3xn 17xn²+ lg n
(n+2) ! n!x22