In: Statistics and Probability
1)correct statements are;
a,b,c,d,f,h
2)FALSE
(TRUE STATEMENT )
Traditional testing (Non Bayesian) requires you to repeat sampling over and over, while Bayesian testing does not. ... In Bayesian testing you add prior knowledge to this step. It also requires use of a posterior probability, which is the conditional probability given to a random event after all the evidence is considered.
3)TYPE 1 error
4)
The test statistic is a simple count of the number of successes in selecting the 4 cups (the number of cups of the given type successfully selected). The distribution of possible numbers of successes, assuming the null hypothesis is true, can be computed using the number of combinations. Using the combination formula, with {\displaystyle n=8} total cups and {\displaystyle k=4} cups chosen, there are
possible combinations.;
Tea-Tasting Distribution Assuming the Null Hypothesis
Success count | Combinations of selection | Number of Combinations | ||
0 |
|
1 × 1 = 1 | ||
1 |
|
4 × 4 = 16 | ||
2 |
|
|
||
3 | oxxx, xoxx, xxox, xxxo |
|
||
4 |
|
1 × 1 = 1 |
TOTAL=70
5)
t)logrank test
q)Permutation test
r)Power test
m)Bayesian approach