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3logx=2?
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3logx=2 is the same as x^2 =3. x = the root of 2.
In this equation, the base is not shown. So, it is assumed to be 10. This means\[3\log_{10} x =2\]
oh nevermind mine might be wrong :/
Now, take out the log. You should get 3= 10^2.
\[3 * \log _{a} x= 2\] if not stated in the question a =10 then try to isolate x \[ \log _{a} x= 2/3\] \[ \ x= _{a} 2/3\] \[ \ x= _{10} (2/3)\]
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I understand now... thank you for showing me how to work it out. I was confused (did not know to add the 10 in there) thank you again!!
oops ignore my answer. Look at Romeros.
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