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Let si = absolute error (standard deviation) in variable i.
Hence si/i = relative error.
if y = aln(bx) (a = real positive constant, b = arbitrary real constant)
---> y is proportional to the ln of some multiple of x
sy = a(sx/x)
---> the absolute error on y is proportional to the relative error on x
Hence si/i = relative error.
if y = aln(bx) (a = real positive constant, b = arbitrary real constant)
---> y is proportional to the ln of some multiple of x
sy = a(sx/x)
---> the absolute error on y is proportional to the relative error on x
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