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Sum of N Terms of an AP

Evaluate: lo...

Question

Evaluate:
$l o g (l o g x^{4}) - l o g (l o g x) .$

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Solution

Value of log 4 vary depending upon base of logarithm .

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log (log x^{4}) - log (log x) =

Q. Solve the following equation:

log (log x) + log (log x^{4} - 3) = 0

\int log (log x) + {(log x)}^{- 2} = ?

\int (log (log x) + \frac{1}{{(log x)}^{2}}) d x

\int (log (l o g x) + \frac{1}{(log x)}) d x

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