The Cauchy distribution has the probability density function f(x) = - -00

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The Cauchy distribution has the probability density function
1
f (x) =
-00 <x < 00
1+x²
What would be the qualitative shape of a normal probability plot of a sample
from this distribution?
Transcribed Image Text:The Cauchy distribution has the probability density function 1 f (x) = -00 <x < 00 1+x² What would be the qualitative shape of a normal probability plot of a sample from this distribution?
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