$(10$ points$)$ Find $C,n_0,f(n)$ such that $|T(n)|C|f(n)|$ whenever $n>n_0.$ SHOW YOUR WORK.

a$.T(n)=3n^5-2n^3+4n-7$

mare it look like

pictue please detaited thonkS

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

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

$?,n,n^3$

$c,n,f(n)$

$?,n,n^3$

$c,n,n(n)$

S$.)$

$T(n)=n^3-5n^2+20-1021n^3$ for $n1$

$f(n)=n^3,c=21,n_0=1$

$-40n^2$ for all $)(0$

$6(a)$