# sec24 - Concave down Mad Max First and Second Derivative f...

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First and Second Derivative f ’( x ) = 0 Horizontal f “ ( x ) > 0 Positive Concave up Ball is Collected f ’( x ) = 0 Horizontal f “ ( x ) < 0 Negative Concave down Ball is falling f “ ( x ) > 0 Concave up f “ ( x ) < 0 Concave down f “ ( x ) < 0 Concave down f “ ( x ) > 0 Concave up f “ ( x ) = 0 Ball is Switching f “ ( x ) = 0 Ball is Switching

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Easy Way to Remember The Second Derivative + + _ _ f “ ( x ) > 0 , Concave up Happy Min or f “ ( x ) < 0 ,
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Unformatted text preview: Concave down Mad Max First and Second Derivative f ’( x ) > 0 Positive Rising, Increasing f “ ( x ) > 0 Positive Concave up f ’( x ) > 0 Positive Rising, Increasing f “ ( x ) < 0 Negative Concave down f ’( x ) < 0 Negative Falling, Decreasing f “ ( x ) < 0 Negative Concave down f “ ( x ) > 0 Positive Concave up f ’( x ) < 0 Negative Falling, Decreasing...
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sec24 - Concave down Mad Max First and Second Derivative f...

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