Mathematics, 05.07.2019 08:30 zarrialamons16
Find the derivative of the function. f(z) = e^(z/(z − 6))
Answers: 1
![f(z) = e^{\frac{z}{z-6} }\\~\\ \frac{d}{dz}(f(z))= e^{\frac{z}{z-6} }*[ \frac{z(1)-(z-6)*1}{(z-6)^2} ]=e^{\frac{z}{z-6} }*[ \frac{z-z+6}{(z-6)^2} ]\\~\\=e^{\frac{z}{z-6} }*[ \frac{6}{(z-6)^2} ]](/tpl/images/0053/3892/11c80.png)
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Find the derivative of the function. f(z) = e^(z/(z − 6))...
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