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Find the nth derivative of g(x)
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\[\LARGE g(x)=\frac{1}{x}\]
\[\frac{(-1)^n n!}{x^{n+1}}\]
Hmm, +1?
y = 1/x y' = -1/x^2 y'' = 2/x^3 y''' = -3*2/x^4 ... y^(n) = (-1)^n n!/x^(n+1), where n starts from 1
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