Two dice are thrown. Let E be the event that thesum of the dice is odd, let F be the event thatat least one of the dice lands on 1, and let G bethe event that the sum is 5. Describe the eventsEF,E F,FG,EFc, and EFG.

X, Y Bivariate Random Variables f(u1, 2 ) is density of (X,Y) ∫ ( ) density of X ∫ ( ) density of Y X, Y are independent if f(u1, 2 = f1(u1 2 (u2) If X1, ,2…….X are nndependent Var(X 1 ……..X ) = n + …….. We want to produce to specification “m” “m” = length of a part, content of juice can etc We want to check at the...