1 ) Configuration is totally randomized since it centers around just the treatment (two distinct medications) impacts making it a solitary factor test. The designation of subjects is randomized.
2 ) Configuration is coordinated sets in light of the fact that by picking each pair having a similar estimation of the PCF, the impact of PCF, assuming any, is the equivalent for the two individuals from the pair and subsequently can be considered as indistinguishable elements. Subsequently, the distinction in the reaction variable for each pair turns into the measurement of concern.
3 )
Configuration does not fit into any of the recorded plans.
Unmistakably Design 2 is the best of the parcel as far as test blunder minimization. It perceives the presence of PCF and furthermore takes due consideration of that. The impact of PCF, assuming any, is invalidated by blending. Arbitrary task limits predisposition.
thank you
3. Two drugs are compared to see which of them is more likely to produce unpleasant side effects....
Two drugs are compared to see which of them is more likely to produce unpleasant side effects. Each of 100 subjects is given the two drugs on different occasions. The results are tabulated below Nausea with drug B 38 10 No nausea with B 50 Nausea with drug A No nausea with A Let pij denote the probabilities that a patient has a response in the ijth cell. For instance p12 denotes the probability that a patient experiences nausea with...
Please donot copy from other answers 3. Two drugs are compared to see which of them is more likely to produce unpleasant side effects. Each of 100 subjects is given the two drugs on different occasions. The results are tabulated below Nausea with No nausea Nausea with drug3wit Nausea with drug A No nausea with A 38 10 2 50 Let pij denote the probabilities that a patient has a response in the ijth ce. For instance p12 denotes the...
Although the sample sizes are not large for some of the examples below, you can use chi-square ap- proximations to calculate p-values for the likelihood ratio tests. 3. Two drugs are compared to see which of them is more likely to produce unpleasant side effects. Each of 100 subjects is given the two drugs on different occasions. The results are tabulated below Nausea with drug B 38 10 No nausea with B Nausea with drug A No nausea with A...