Calculus, 2ADV C1 EO-Bank 1 MC v1

The derivative of \((n^2-1) x^{3n-2}\) can be expressed as

\(3(n-1)(n^2-1) x^{3n-2}\)
\(3(n-1)(n^2-1) x^{3(n-1)}\)
\((3n-2) (n^2-1) x^{3(n-1)}\)
\((3n-2) (n^2-1) x^{3n-2}\)

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\(C\)

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\(y\)	\(=(n^2-1) x^{3n-2}\)
\(y^{′}\)	\(=(3n-2) (n^2-1) x^{3n-2-1)}\)
	\(=(3n-2) (n^2-1) x^{3(n-1)}\)

\(\Rightarrow C\)