write the derivative of logx ?
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Derivative of log (x) depends on the log.
The Derivative of THE natural log ln(x) which is log(base)e or e^x is:
dy/dx of e^x = e^x
dy/dx of e^f(x) = f '(x)e^f(x)
dy/dx of lnx = 1/x
dy/dx of [ln[f(x)] = f '(x)/f(x)
The Derivative of THE natural log ln(x) which is log(base)e or e^x is:
dy/dx of e^x = e^x
dy/dx of e^f(x) = f '(x)e^f(x)
dy/dx of lnx = 1/x
dy/dx of [ln[f(x)] = f '(x)/f(x)
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the derivative of log(x) is 1/x
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