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Therefore, we have shown that (fg)(x h) (fg)(x) = (f(x)g0(x) g(x)f0(x))h r fg(h) (19) where jr fg(h)j jhj!0 as h!0Therefore, by the Landau de nition of di erentiability, we have shown that fgis di erentiable at every point x2Uand that its derivative is equal to f(x)g0(x)g(x)f0(x) = fDg gDf. J Jaytech Model numbers JT 748 JD Model numbers JD450 Dual Power Jeoly Model numbers TC300 Jinni Model numbers EC512 Return to top of page K Kaiser Model numbers D1L Karce Model numbers KC107 KC109 KC117 KC119 KC337 Kenco Model numbers KS16E KS Kenko Model Numbers KK0106N KK105B. C Ə c o ϓ F.

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