Can you write this in a piece of paper to show work thank you Find $C,n_0,f(n)$ such that $|T(n)|C|f(n)|$ whenever $n>n_0.$

a$.T(n)=n^2+10n+10$

Find $C,n_0,f(n)$ such that $|T(n)|C|f(n)|$ whenever $n>n_0.$

a$.T(n)=n^3+n^2+n-1$

Find $C,n_0,f(n)$ such that $|T(n)|C|f(n)|$ whenever $n>n_0.$

a$.T(n)=20n-10$