- #1
TOOP
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X is a uniformly distributed random variable on a [-1, 1] range. (i.e. X is U(-1, 1))
Find the distribution of e^2X:
I feel like it has something to do with the uniform's relation to exponential function,
but i get stuck.
I begin by using inverse transform:
Fy(y) = Fx[ln(y)/2]
fy(y) = fx[ln(y)/2]*[1/(2y)]
fy(y) = 1/(4y)
please help
Find the distribution of e^2X:
I feel like it has something to do with the uniform's relation to exponential function,
but i get stuck.
I begin by using inverse transform:
Fy(y) = Fx[ln(y)/2]
fy(y) = fx[ln(y)/2]*[1/(2y)]
fy(y) = 1/(4y)
please help