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Behavior of Functions and Linearization

Kate Hess and Andriy Gavrysh

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Across
4.Point is a ______ if function goes from negative to positive.
5.If f(x) is increasing, f'(x) is ______.
6.f f”(x) > 0 (2 Words)
7.If f(x) is decreasing, f'(x) is ______.
8.If f”(x) < 0 (2 Words)
9.Point is a _______ if function goes from positive to negative.
10.y – f(a) = f ' (a)(x–a) is the _______ formula. (2 Words)
Down
1.Find critical points by setting f’(x) to ______.
2.______ Points are where the function changes concavity
3._______ is used to find the linear approximation to a function at a given point.

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