graphing derivatives :(
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14 Terms
1
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concavity occurs at
points of inflection
2
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critical point
where the slope changes from positive to negative
3
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points of inflection of f’(x)
are the zeros of f”(x)
4
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function f(x) increases
where f’(x) is above the x axis
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6
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7
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f’’(x) is positive where
the slope of f’(x) is positive
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f(x) is concave up
when f’(x) has a positive slope
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f(x) is concave down
when f’(x) has a negative slope
10
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an x intercept on f’(x) is
a min/ma/POI on f(x)
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when the curve on f’(x) is below the x axis
f(x) is decreasing
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when the curve on f’(x) is above the x axis
f(x) is increasing
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when f’(x) goes from above the x axis to below
on f(x) its a max
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when f’(x) goes from below the a axis to above
on f(x) its a max
Note 
Flashcards (119)