- Class: 5H: BC Calculus
- Author: Peter Atlas
- Text:
__Calculus__Finney, Demana, Waits, Kennedy

- Given the following table of values, graph a continuous function \(f\).
\(x < -4\) \(x = -4\) \(-4 < x < 2\) \(x = 2\) \(x \gt 2\) **\(f'\)**+1+DNE-**\(f''\)**-0+DNE+ - Given the following table of values, graph a continuous function \(f\).
\(x < -1 \) \(x = -1\) \(-1 < x < 1 \) \(x = 1 \) \(x \gt 1 \) **\(f'\)**+DNE+0-**\(f''\)**+DNE--2- - Given the following table of values, indicate where \(f\) has relative extrema.
\(x = 2\) \(2 < x < 5\) \(x = 5\) \(5 < x < 8\) \(x = 8 \) **\(f'\)**++0--