A Standard error of the coefficient of variation

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What is the standard error of the coefficient of variation in an exponential distribution?
What is the standard error of the coefficient of variation in an exponential distribution?
 
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What do you think it is?
 
hutchphd said:
What do you think it is?
On

https://influentialpoints.com/Training/standard_error_of_coefficient_of_variation.htm

I read:
$$SE(CV) \, = \, \frac{CV}{\sqrt{2 \, n}} \, \sqrt{1+2 \, \left(\frac{CV}{100}\right) ^2}$$
where ##SE## is the standard error, ##CV## is the coefficient of variation and ##n## is the number of observations.
However, I don't know if this formula holds for the exponential distribution.
 
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