Assume X is a random variable under a probability space in which the sample space ?= {a,b,c,d,e}. Then if I am told that:
X({a}) = 1
X({b}) = 2
X({c}) = 3
X({d}) = 4
X({e}) = 5
And that:
P({a}) = P({c}) = P({e}) = 1/10
P({b}) = P({d}) = 7/20
Find the C.D.F of X, the density of X...
Can you please help me find the density of the following functions?
The density of an absolutely continuous random variable X is:
fX(x) =
{ (3x^2-1)/12 if 1<x<2
{ 1/2 if 2<x<3
{ 0 elsewhere
Find the density of Y where Y = 4X-2
Find the density of M where M = (X-2)^2
Thank you!