Question

Solve for x from this log equation

(Shown in next post)

I think I did it wrong, as I couldn't isolate x on one side.

Answer 1

\[1.32(\ln ^{0.4}(4.65x ^{2}))x ^{0.8}=s\]

The furthest I got was this:

\[x ^{2}\ln(x)+0.76935x ^{2}= \frac{ s }{ 2.64 }^{(5/2)}\]

Answer 2

That gives me ln(x^(x^2))..., which I can't do anything with

Answer 3

i though i had something but i don't
you have x in the log and outside the log right?

Answer 4

Yes

Answer 5

Wolfram talks about...complex logs >_>

Answer 6

yeah i am pretty sure you cannot separate them

Answer 7

Maybe I did something wrong, and broke a rule somewhere

Answer 8

is that the original question?

Answer 9

what is? No, I *think* I did, because I can't get x on one side

Answer 10

i meant is \[1.32\ln ^{0.4}(4.65x ^{2})x ^{0.8}=s\] the original ?

Answer 11

Yes that's the original equation.

Answer 12

pretty sure it can;t be done
you cannot even solve for x in \[x\ln(x)=s\]

Answer 13

Did I at least get my furthest equation right?

Answer 14

*as simplified as I did

Answer 15

i honestly can't tell what you did, but i don't think so

Answer 16

I can show the steps, but if it's unsolavable it might as well not matter

Answer 17

Thanks for the help

Answer 18

yeah don't fret about this
not worth it
sorry

Answer 19

yw