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OpenStudy (anonymous):
is this saying 2(e^8.8)?
OpenStudy (anonymous):
\[x = e^{4.4}\]
OpenStudy (anonymous):
e^4.4=x
OpenStudy (phi):
it is saying ln x = 4.4
OpenStudy (saifoo.khan):
x = e^4.4
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OpenStudy (phi):
or ln (x^2) = 8.8
OpenStudy (saifoo.khan):
x = 81.45
OpenStudy (phi):
the first way is definitely the better way to go
OpenStudy (anonymous):
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!
OpenStudy (phi):
It is easy (for me) to get all confused. so I'm not surprised.
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OpenStudy (anonymous):
not sure of the division of the exponent. That is what is making me confused at this point.
OpenStudy (phi):
but let's concentrate on the simple interpretation
2 ln x = 8.8
divide both sides by 2 (to get ln x by itself)
OpenStudy (phi):
the base of ln is e (2.718281828...)
OpenStudy (anonymous):
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!
OpenStudy (phi):
\(e^{ln x} = e^{8.8}\)
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OpenStudy (phi):
but e^(ln x) = x (memorize this!)
OpenStudy (anonymous):
I hate reviews on stuff I barely understood the first time! UGH! THanks for your help!
OpenStudy (anonymous):
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
OpenStudy (anonymous):
THANKS!
OpenStudy (phi):
Good @sat, that was the next thing to tackle.
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