The rule of the derivative of a function $f$ is given. Find the location of all points of inflection of the function $f$.
-$f^{\prime}(x)=\left(x^{2}-4\right)(x+3)$
A) -1
B) $2,-3$
C) $-2,-3,2$
D) $-2.53,0.53$

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The Answer of The rule of the derivative of a function $f$ is given. Find the location of all points of inflection of the function $f$.
-$f^{\prime}(x)=\left(x^{2}-4\right)(x+3)$
A) -1
B) $2,-3$
C) $-2,-3,2$
D) $-2.53,0.53$

The Rule of the Derivative of a Function fff Is Given Find the Location of All Points of Inflection of Given

The Rule of the Derivative of a Function $f$ Is Given Find the Location of All Points of Inflection of Given