log help

Rudy

New member
Joined
Mar 22, 2010
Messages
5
The problem is log (logx) = 2
so taking the exp form: 10^2 = log X then....taking it again: 10^100 = X???? Is this correct?
 
Hello, Rudy!

Solve:   log(logx)=2\displaystyle \text{Solve: }\;\log (\log x) \:=\: 2

so taking the exp form: logx=102\displaystyle \text{so taking the exp form: }\:\log x\:=\:10^2

taking it again: x=10100\displaystyle \text{taking it again: }x \:=\:10^{100}

Is this correct?\displaystyle \text{Is this correct?}

Since log (with no subscript) usually means "base 10"\displaystyle \text{Since }log\text{ (with no subscript) usually means "base 10"}

. . Y ⁣es! . . . You are correct!\displaystyle Y\!es!\:\text{ . . . You are correct!}

 
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