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June 15th, 2019, 09:26 PM   #1
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Logarithmic Limit Problem

Lim x--> 0+ if (ln(xlna))(ln(ln(ax)/ln(x/a)) =6 find a
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June 17th, 2019, 01:54 AM   #2
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Evaluate the limit in terms of a .
Then you get a type of elementary equation .
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June 17th, 2019, 04:14 AM   #3
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Could u please elaborate a bit please
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June 17th, 2019, 09:17 AM   #4
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I will just add the math codes :
The equation is (as x goes to 0+) $\displaystyle lg[xlg(a)] \cdot \frac{lg[lg(ax)]}{[lg(x/a)] }=6$ .
lg is the natural logarithm.
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