Describe the following key features using numbers and interval notation $as$ necessary. $If$ multiple answers exist, use the $U$ symbol $to$ join multiple intervals. $Ifan$ answer does not exist, enter DNE. Increasing $on$: Decreasing $on$: $f(x)$ has $anabsolute$ max $ofatx=f(x)$ has $anabsolute$ min $ofatxf(x)$ has a local max $ofatx=f(x)$ has a local min $ofatx=$

Describe the following key features using numbers and interval notation $as$ necessary.

$If$ multiple answers exist, use the $U$ symbol $to$ join multiple intervals.

$Ifan$ answer does not exist, enter DNE.

Increasing $on$:

Decreasing $on$:

$f(x)$ has $anabsolute$ max $of$

$atx=$

$f(x)$ has $anabsolute$ min $of$

$atx=$ DNE $\frac{?}{{?}_{\frac{?}{?}}{}^{}}$

$f(x)$ has a local max $of$

$atx=$

$f(x)$ has a local min $of$

$atx=$

Domain $off(x)$ :

Range $off(x)$ :