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Calculus question!
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So if the second derivative looks like this, will it still have a point of inflection at the point where f''(x) = 0 |dw:1479092218615:dw|
@mathmate
Hmm, It satisfies the necessary condition, since f"(p)=0 exists. For the sufficient condition, we do not have f"(p-\(\epsilon\)) and f"(p+\(\epsilon\)) in different signs.
|dw:1479093057187:dw|
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