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gx_fx [2016/01/25 13:35]
nikolaj
gx_fx [2016/01/25 13:49]
nikolaj
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 ----- -----
 === Theorem === === Theorem ===
-$\dfrac{{\mathrm d}}{{\mathrm d}x} g(x)^{f(x)} = \left(f(x)\,​g'​(x) + f'​(x)\,​g(x)\cdot \log\,g(x)\right)\cdot g(x)^{f(x)-1} $+$\dfrac{{\mathrm d}}{{\mathrm d}x} g(x)^{f(x)} = \left[f(x)\,​g'​(x) + f'​(x)\,​g(x)\cdot \log\left(g(x)\right)\right]\cdot g(x)^{f(x)-1} $
  
 == Special cases == == Special cases ==
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 === Reference === === Reference ===
 ----- -----
-=== Subset ​of ===+=== Element ​of ===
 [[Function]] [[Function]]
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