At point A$,$ The first derivative is: negative The second derivative is: The original function is:

decreasing The first derivative is:

$16$

Fill in the Blank

$1$ point

At point $\backslash ($ B $\backslash ),$ The first derivative is: The second derivative is: The original function is: increasing The first derivative is:

$17$ Numeric

$1$ point

Where does the original function $\backslash ($ f$($x$)\backslash )$ have relative max$($es$)?$

Type your answer...

Where does the original function $\backslash ($ f$($x$)\backslash )$ have inflection point$($s$)?$

Type your answer...