Answer
local maximum values:
$f(3)= 4$
$f(6) = 3$
There is no absolute maximum value since there is no point on the graph that is the highest point.
local minimum values:
$f(2)= 2$
$f(4) = 1$
The absolute minimum value is: $f(4)= 1$
Work Step by Step
We can find the local maximum values:
$f(3)= 4$
$f(6) = 3$
There is no absolute maximum value since there is no point on the graph that is the highest point.
We can find the local minimum values:
$f(2)= 2$
$f(4) = 1$
The absolute minimum value is: $f(4)= 1$
