Duplicate of Calculus: Derivatives and graphs Flashcards

1

If f ' (4) = 0 and f '' (4) = -1.23456, then at x = 4, there is a(n)?

2

If f ' (9) < 0 and f '' (9) < 0, at x = 9, the graph of f(x) is?

3

If f ' (1) = -2, what is known about f(x) at x = 1?

4

If f ' (9) > 0 and f '' (9) < 0, at x = 9, the graph of f(x) is?

5

If f '(3)=0 and f ''(3)=4.5, then at x=3 there is a(n)?

6

If f ' (9) < 0 and f '' (9) > 0, at x = 9, the graph of f(x) is?

7

If g''(3) = 10, what is happening at x=3?

8

If g''(3) = 10, what is happening at x=3?

9

If f '' (4) = 0 and f '' (x) changes sign at x = 4, then at x = 4, there is a(n)?

Duplicate of Calculus: Derivatives and graphs