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Medium

MCQ

Let $f$ be a twice differentiable function, and let $f(-3)=-4, f^{\prime}(-3)=0$ and $f^{\prime \prime}(-3)=1$ . What occurs in the graph of $f$ at the point $(-3,-4) ?$

Select all that apply :

$(-3,-4)$ is a minimum point.

$(-3,-4)$ is a maximum point.

$(-3,-4)$ is no maximum point or minimum point.

There is not enough information to tell.

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