Your task in this exercise is to put the following functions into their appropriate positions in the list so that nally the list will contain all the functions in ascending order of their growth rates. You can swap two functions by clicking on them. 4 4,!3 2\" 2\" n log2 n n n 2 log n. Constant terms never matter, so ignore something like multiplying by 9. Focus on the exponent. Generally, things that are only logs go rst. Note that log log 73 (taking the log of log n) grows slower than log2 n [multiplying log n by itselt]. Generally, constant powers of 73 come after things with only log factors. Even a small constant power of n grows faster than things with only logs. 80 J5 grows faster than log3 11. Generally, things with some function of 'n. in the exponent go last. These are called "exponentials". Of the exponentials, just see what has the biggest function in the exponent. For example, since grows faster than log n. then 2"\" grows faster than 2103\