9: The domain is
D( f ) = ℝ.
The derivative is
Critical points: The equation
f ′(x) = 0 has solutions
x = −1 and
x = 1.
There are no points in D( f ) where the derivative
does not exist.
Intervals of monotonicity will be
(−∞,−1],
[−1,1], and
[1,∞).
Determine monotonicity and local extrema using a chart.
Next hint
Answer