Higher-Order Derivative of a Product Function

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Let $f$ be a function defined by $f(x) = x^3 \sin(x)$ . If $f''(\pi) = -\pi^3$ , what is the value of $f^{(4)}(\pi)$ ?

$-24 + 12\pi^2$

$-π^{3}$

$3\pi$

$π^{3}$

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