We can write
log
3
(
x
7
y
7
3
)
\displaystyle {{\log}_{{3}}{\left({x}^{{7}}{\sqrt[{{3}}]{{{y}^{{7}}}}}\right)}}
lo
g
3
(
x
7
3
y
7
)
into the form
A
log
3
x
+
B
log
3
y
\displaystyle {A}{{\log}_{{3}}{x}}+{B}{{\log}_{{3}}{y}}
A
lo
g
3
x
+
B
lo
g
3
y
where
A
=
\displaystyle {A}=
A
=
and
B
=
\displaystyle {B}=
B
=
.
Write
A
\displaystyle {A}
A
and
B
\displaystyle {B}
B
as integers or reduced fractions.
Question Help:
Video
Read
Submit
Try a similar question
License
[more..]