expand the following please please
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Answer:
Step-by-step explanation:
Rewrite
√
a
3
b
as
(
a
3
b
)
1
2
.
log
(
(
a
3
b
)
1
2
)
Expand
log
(
(
a
3
b
)
1
2
)
by moving
1
2
outside the logarithm.
1
2
log
(
a
3
b
)
Rewrite
log
(
a
3
b
)
as
log
(
a
3
)
+
log
(
b
)
.
1
2
(
log
(
a
3
)
+
log
(
b
)
)
Expand
log
(
a
3
)
by moving
3
outside the logarithm.
1
2
(
3
log
(
a
)
+
log
(
b
)
)
Apply the distributive property.
1
2
(
3
log
(
a
)
)
+
1
2
log
(
b
)
Multiply
1
2
(
3
log
(
a
)
)
.
Tap for more steps...
3
log
(
a
)
2
+
1
2
log
(
b
)
Combine
1
2
and
log
(
b
)
.
3
log
(
a
)
2
+
log
(
b
)
2
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