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How does
(ln(x))^(1/x)=ln(x^(1/x))?
A friend told me this was a true statement but could'nt prove it. If that isn't true, then how would you find the lim x->0 of (ln(x))^(1/x) using L'Hospital's Rule?
(ln(x))^(1/x)=ln(x^(1/x))?
A friend told me this was a true statement but could'nt prove it. If that isn't true, then how would you find the lim x->0 of (ln(x))^(1/x) using L'Hospital's Rule?