SOLUTION: log<sub>3</sub>4x<sup>log<sub>3</sub>4x</sup> = 5
Algebra
.Com
Question 61960
:
log
3
4x
log
3
4x
= 5
Answer by
chitra(359)
(
Show Source
): You can
put this solution on YOUR website!
The given expression is:
log
3
4x
log
3
4x
= 5
This can be written as:
(log
3
4x)(log
3
4x) = 5
==> (log
3
4x)^2 = 5
Taking root on both the sides, we get:
(log
3
4x) =
Using the definition of log, we get:
3
= 4x
(3
/4) = x
Hence, the solution..
RELATED QUESTIONS
Solve for x (log
3
x)
2
+ log
3
x
2
+ 1 =...
(answered by
Edwin McCravy
)
What is: 3log
3x
+ 4log
x
- 12 log
-4/3x
?
(answered by
Edwin McCravy
)
How do you solve for x: log
4
(3x+5) =...
(answered by
Edwin McCravy
)
prove the power property: log
b
U
n
=...
(answered by
Edwin McCravy
)
log sub...
(answered by
lwsshak3
)
The following question is on my sample test as a bonus question. Please help me answer...
(answered by
stanbon
)
log
7
12=log
7
(4x-6)
(answered by
stanbon
)
Simplify using PRODUCT rule : (-2x)
3
(-2x
3
) I got 2 answers....
(answered by
karaoz
)
How do you multiply this set of matrices? [5 4 8]
\/
{-8 6}
(answered by
Edwin McCravy
)