Suppose X is a continous random variable, distributed uniformly over the unit interval (zero,1) . Let Y = 3X+1 What is t
Posted: Tue Sep 07, 2021 7:34 am
Suppose X is a continous random variable, distributed uniformly
over the unit interval (zero,1) . Let Y = 3X+1 What is the density
of fY (y) evaluated at y= 4.
please solve FY(y) please solve by this method find central
distribution function of y base on FX, then take derivitive
of FY(y) please
over the unit interval (zero,1) . Let Y = 3X+1 What is the density
of fY (y) evaluated at y= 4.
please solve FY(y) please solve by this method find central
distribution function of y base on FX, then take derivitive
of FY(y) please