2*ln x=8.8
is this saying 2(e^8.8)?
\[x = e^{4.4}\]
e^4.4=x
it is saying ln x = 4.4
x = e^4.4
or ln (x^2) = 8.8
x = 81.45
the first way is definitely the better way to go
why it it 2 squared? It's 2 times ln x = 8.8 do you divide the 8.8 in the exponent by the 2 that you are supposed to multiply by> I am throroughly confused!
It is easy (for me) to get all confused. so I'm not surprised.
not sure of the division of the exponent. That is what is making me confused at this point.
but let's concentrate on the simple interpretation 2 ln x = 8.8 divide both sides by 2 (to get ln x by itself)
the base of ln is e (2.718281828...)
DUH? I must be having a total brain fart! That makes sense - then after I do that I re-arrange and make it the exponent!
\(e^{ln x} = e^{8.8}\)
but e^(ln x) = x (memorize this!)
I hate reviews on stuff I barely understood the first time! UGH! THanks for your help!
makes no difference because of laws of exponents right? \[\\n(x^2)=8.8\] \[x^2=e^{8.8}\] \[x=e^{8.8\times \frac{1}{2}}\] \[x=e^{4.4}\] alhtough that method is a bit silly
THANKS!
Good @sat, that was the next thing to tackle.
i have posted another one on the other side
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