Let Y = cos(X), where X is uniformly distributed in the interval (0, 2 pi]. Find the pdf of Y.
I know the answer, but want to verify using Mathematica. what will be the code? Let Y = - cos(X), then what will be the pdf?
Hi,
what about this?
PDF[TransformedDistribution[Cos[x], x \[Distributed] UniformDistribution[{0, 2 Pi}]], y]
Cheers,
Marco
thank you
