Let X be a continuous random variable with the probability density function (pdf) fx (a) = 4x3, for 0

Let X be a continuous random variable with the probability density function (pdf) fx (c) = 4c3, for 0 < < 1 , and O elsewhere. Which statement is correct. In(X) is fy(y) = 4e3y, for O < y < 1. O (Ill) (l) The pdf of Y = (II) The pdf of Y (Ill) The pdf of Y = (IV) The pdf of Y = In(X) is fy(y) - In(X) is fy(y) - In(X) is fy(y) 4e3y, for O < y < 00. = 4e4y, for O < y < 1. = 4e4y, for O < y < 00.