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Card 14 / 14:
second derivative test
suppose f ′ ( c ) = 0 and f ″ is continuous over an interval containing c ; if f ″ ( c ) > 0 , then f has a local minimum at c ; if f ″ ( c ) < 0 , then f has a local maximum at c ; if f ″ ( c ) = 0 , then the test is inconclusive
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