DavidLiew Messages 16 Reaction score 0 Thread starter Aug 21, 2010 #1 If Var(Y)=[tex]\sigma^2[/tex], then Var ( Y2 ) = ? Last edited: Aug 21, 2010
statdad Homework Helper Messages 1,549 Reaction score 99 Aug 21, 2010 #2 [tex]vary(Y^2) = E(Y^4) - E(Y^2) [/tex] (same basic patten for the random variable [tex]Y^2[/tex] as for any other random variable).
[tex]vary(Y^2) = E(Y^4) - E(Y^2) [/tex] (same basic patten for the random variable [tex]Y^2[/tex] as for any other random variable).
mathman Science Advisor Homework Helper Messages 8,130 Reaction score 575 Aug 21, 2010 #3 statdad said: [tex]vary(Y^2) = E(Y^4) - E(Y^2) [/tex] (same basic patten for the random variable [tex]Y^2[/tex] as for any other random variable). should be [tex]vary(Y^2) = E(Y^4) - (E(Y^2))^2 [/tex]
statdad said: [tex]vary(Y^2) = E(Y^4) - E(Y^2) [/tex] (same basic patten for the random variable [tex]Y^2[/tex] as for any other random variable). should be [tex]vary(Y^2) = E(Y^4) - (E(Y^2))^2 [/tex]
statdad Homework Helper Messages 1,549 Reaction score 99 Aug 21, 2010 #4 Crap - yes, mathman is correct. Time to stop posting for a while.