
Lecture 6
... • The sample space S of a random process is the set of all possible outcomes Example: one coin toss S = {H,T} Example: three coin tosses S = {HHH, HTH, HHT, TTT, HTT, THT, TTH, THH} Example: roll a six-sided dice S = {1, 2, 3, 4, 5, 6} Example: Pick a real number X between 1 and 20 S = all real numb ...
... • The sample space S of a random process is the set of all possible outcomes Example: one coin toss S = {H,T} Example: three coin tosses S = {HHH, HTH, HHT, TTT, HTT, THT, TTH, THH} Example: roll a six-sided dice S = {1, 2, 3, 4, 5, 6} Example: Pick a real number X between 1 and 20 S = all real numb ...
A SAS Macro for Exact Power of Chi-Square Tests of Equality of Two Proportions
... hypothesis test. This is implicitly done when doing the chi-square computations by hand and using tabled chisquare values to determine CRVAI.. Additional detsils regarding the usage of the 'round' parameter are given near the top of Listing 1. If the user wishes to suppress this option, 'round=.' ca ...
... hypothesis test. This is implicitly done when doing the chi-square computations by hand and using tabled chisquare values to determine CRVAI.. Additional detsils regarding the usage of the 'round' parameter are given near the top of Listing 1. If the user wishes to suppress this option, 'round=.' ca ...
252soln0
... SOLUTION: . Though it is possible to put together a rejection region, the easiest way H 1 : not Poisson6 to do this is to use the Poisson(6) table and a p-value approach. If we look up the probability that x is 12 or larger we find: pvalue 2Px 12 21 Px 11 21 .9799 2.0 ...
... SOLUTION: . Though it is possible to put together a rejection region, the easiest way H 1 : not Poisson6 to do this is to use the Poisson(6) table and a p-value approach. If we look up the probability that x is 12 or larger we find: pvalue 2Px 12 21 Px 11 21 .9799 2.0 ...