If
f
(
w
)
=
log
3
(
w
4
)
\displaystyle {f{{\left({w}\right)}}}={{\log}_{{3}}{\left({w}^{{4}}\right)}}
f
(
w
)
=
lo
g
3
(
w
4
)
, find
f
′
(
w
)
\displaystyle {f}'{\left({w}\right)}
f
′
(
w
)
. Use exact values.
f
′
(
w
)
=
\displaystyle {f}'{\left({w}\right)}=
f
′
(
w
)
=
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