Question: Suppose f ( n ) = 4 n + 8 l o g n and g ( n ) = 2 n l o g

Suppose f(n)=4n+8logn and g(n)=2nlogn. Using limits
to compare the orders of growth, what is the relationship between f(n) and
g(n)?
g(n)ino(f(n))
f(n)in(g(n))
f(n)in(g(n))
f(n)ino(g(n))
Suppose f(n)=4n+8logn and g(n)=2nlogn. Using limits to compare the orders of

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