(Solved): Given this table of functions: Order a list of functions by their big-Oh notation in increasing gr ...

Given this table of functions: Order a list of functions by their big-Oh notation in increasing growth rates using the letters corresponding to these functions above. Hint: when in doubt about two functions $$f(n)$$ and $$g(n)$$, consider $$\log f(n)$$ and $$\log g(n)$$, or $$2^{f(n)}$$ and $$2^{g(n)}$$. In the example below, given the unordered list of functions "ER", the correct ordered list fo functions would be "RE".