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якому класу складності належить $f(n)= n^2-300n+12$

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Find derivatives using the quotient rule II

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Q. якому класу складності належить

f(n)= n^2-300n+12

Identify Term: Identify the highest degree term in the polynomial $f(n) = n^2 - 300n + 12$ . The highest degree term is $n^2$ .
Determine Complexity: Determine the complexity class based on the highest degree term. $\newline$ The complexity class is determined by the term with the highest power of $n$ , which is $n^2$ .
Conclude Class: Conclude the complexity class of the function. $\newline$ Since the highest power of $n$ is $2$ , the complexity class of $f(n)$ is $O(n^2)$ .

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