X is a random variable. If Y=g(X). then how do you prove that- fY=Ʃ fX(xi)/|g,(xi)| Thanks a lot.
Aug 20, 2012 #1 iVenky 145 1 Main Question or Discussion Point X is a random variable. If Y=g(X). then how do you prove that- fY=Ʃ fX(xi)/|g,(xi)| Thanks a lot.
Main Question or Discussion Point X is a random variable. If Y=g(X). then how do you prove that- fY=Ʃ fX(xi)/|g,(xi)| Thanks a lot.
Related Set Theory, Logic, Probability, Statistics News on Phys.org 'Jumping genes' help stabilize DNA folding patterns Blue-emitting diode demonstrates limitations and promise of perovskite semiconductors A new twist on quantum communication in fiber
Related Set Theory, Logic, Probability, Statistics News on Phys.org 'Jumping genes' help stabilize DNA folding patterns Blue-emitting diode demonstrates limitations and promise of perovskite semiconductors A new twist on quantum communication in fiber
Aug 20, 2012 #2 mathman Science Advisor 7,742 406 Your notation is unclear: fx, fy. It looks like X is a discrete random variable. Does fy have an argument?
Your notation is unclear: fx, fy. It looks like X is a discrete random variable. Does fy have an argument?