Find the density function of Y = e22, where Z~ N(μ, 0²- 2
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please read the question carefully, its e^2z
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- A random variable X undergoes the transfor- a mation Y= where 'a' is the real number. Find the density function of Y.Derive the density function of Y=eZ , where Z ∼ N(μ,σ2) . This is called the lognormal density. Do not just state the lognormal density. Show how you can derive it from a certain density.2 Let X~x. Find the density of Y = X².
- 2. Consider the joint density function 16M f(x,y) = {#, z> 2,0Verify the claim that p (r) = p (x, y) dy, where p(r, y) and p (r) denote %3D the joint density and marginal density, respectively.Let X be a continuous random variable with a density functionfX (x) = (c sin (πx) 0 <x <1 = 0 otherwise. Let Y = √X and determine the density function fY.SEE MORE QUESTIONS