P.maths

2010-02-16 7:57 am
let f be a real-valued function such that f(xy) =f(x) +f(y) for all real numbers x and y.
(a) show that for x≠0, f(x)= -f(1/x)
(b) hence, show that if f is differentiable at every x≠0, then
f'(x) =f'(1)/x for every x≠0
更新1:

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回答 (1)

2010-02-16 9:48 pm


收錄日期: 2021-04-22 00:47:27
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