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Log_{2}(Log_{3}X)=Log_{5}5
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\[\log_{2}\left( \log_{3X} \right)=\log_{5}5\]
The right side simplifies to 1.
Okay,and then?
Know how that came about?
Yes
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Good kid.
How bout' the left side?
Sure the 3x is a base?
\[Log_2(Log_{3}x)=Log_55\]this?
\[Log_55=1\]
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Zelman flying everywhere like a housefly!
\[Log_2(Log_3x)=1\]
\[Log_2(Log_3x)=Log_22\]
\[Log_3x=2\]
\[x=3^2=9\]
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