Let Z be a continuous random variable taking values in $( - \pi / 2 , \pi / 2 )$ with distribution function and probability density function f . Find the distribution and probability density functions of arctan(Z).

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The Answer of Let Z be a continuous random variable taking values in $( - \pi / 2 , \pi / 2 )$ with distribution function and probability density function f . Find the distribution and probability density functions of arctan(Z).

Let Z Be a Continuous Random Variable Taking Values In (−π/2,π/2)( - \pi / 2 , \pi / 2 )(−π/2,π/2)

Let Z Be a Continuous Random Variable Taking Values In $( - \pi / 2 , \pi / 2 )$