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The value of log_a(log_a (a)) is what?
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first calculate the inner most function, what is:\[\log_a(a)=?\]
when i try to give a number "a" and solve i get 1, is that right?
\[\log_a(a)=\frac{ \log a }{ \log a }\]
if:\[\log_a(a)=x\implies a=a^x\]therefore what must x=?
1
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correct, therefore:\[\log_a(\log_a(a))=\log_a(1)=?\]
remember:\[\log_b(a)=x\implies a=b^x\]
i.e. if\[\log_a(1)=x\]then:\[1=a^x\]therefore x=?
0
perfect! :)
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Awesome Thank you :D!!
yw :)
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