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Application of derivatives flashcards

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This document discusses key concepts in derivatives and optimization. It covers local minimums occurring when the second derivative is negative, indicating a concave down graph. Inflection points are identified by a change in concavity. Optimization problems aim to find minimums and maximums.

TechnologyEconomy & Finance
1 of 11
Application of derivatives flashcards
1 - to + is…
1 A local minimum
2 When the second derivative yields a negative number….
2 The graph is concave down
3 A(t)
3 S’’(t) or V’(t)
4 That red dot is an…
4 Inflection point
5 Optimization finds…
5 Mins and maxs

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Application of derivatives flashcards