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Help me get started on this integration problem:
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AS
\[\int\limits_{}^{}\ln (\sqrt{x ^{2}-4}dx\]
Wolfram Alpha is showing a integration by parts method where the u is the\[ \ln(\sqrt(x^2-4)\] and the dv is dx
are you in calc 1
Is there a simpler way or is that the only option
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pretty much. Cant integrate ln(x), but you can differentiate it. do the integration by parts
nothing master u still here?
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