Let f$($n$)=5$n $+20$ and let g$($n$)=3$n $100.$ Find positive constants n$0,$ c$1$ and c$2$ such that

c$1$g$($n$)<=$ f$($n$)<=$ c$2$g$($n$)$ for all n $>=$ n$0.$ Be sure to explain how you arrived at the constants. What does

this imply about the relationship between f and g$?$