Suppose that X is a continuous random variable and that Y = X^4.
Then, for y >= 0, we have:
fY(y) = ay^b fX(-cy^d) + ay^b fX(cy^d)
For some a, b, d and some c > 0.
Find a, b, c and d.
a =
b =
c =
d =
Then, for y >= 0, we have:
fY(y) = ay^b fX(-cy^d) + ay^b fX(cy^d)
For some a, b, d and some c > 0.
Find a, b, c and d.
a =
b =
c =
d =