Arrange the following list of functions in ascending

order of growth rate. That is$,$ if function g$($n$)$ immediately follows function f$($n$)$ in your

list, then f$($n$)$ should be O$($g$($n$)).$

f$1($n$)=4+5+3$

$3+2$

f$2($n$)=66++200$

f$3($n$)=2()2+2$

f$4($n$)=5+2$

f$5($n$)=10$

f$6($n$)=5+1$