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True or False? If x>0, the (ln x) ^6 = 6lnx. Counter example?
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False. It is only true if: \[\ln(x^6)=6\ln(x)\]
agree
so its only when the variable is raised to a higher power and not if the whole ln is raised to a power?
counterexample: what if x=e
\[(\ln(e))^6=1^6 \neq 6=6\ln(e)\]
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