Suppose that a random sample X1,...,Xn is drawn from the uniform distribution on the interval [0, ], and consider again the problem of testing the simple hypotheses described in Exercise 8. Find the minimum value of () that can be attained among all test procedures for which ()

Stats 260, 12/4 Class Announcements ● Our final is Wednesday at 11:30! Good luck!! ● This wednesday we'll spend the class working through number 15 on the homework ● Friday we will go over the study guide ● Homework is due at 11:59 on the 12th Class Notes ● Simple one X variable ○ Y= a + bx or ○ Bo + B1X1 + E ● Multiple multiple X variables ○ Y= Bo + B1X1 + B2X2 + … + BkXk + E ○ You just continue to add more terms. Each X variable has its own slope. ○ Y= Variable whose mean will be estimated ○ X1 to Xk= the predictor variables used to estimate the mean of Y ○ Bo= Intercept parameter ○ B1 to Bk= coefficient parameters for X variables ○ E random error ( we like