#9. Consider exercise 6 of Chapter 2. Suppose we calculated 95% confidence intervals for the population mean under each treatment. (I don’t want you to actually calculate them.) Which treatment(s) would have the widest and narrowest confidence intervals?
We use Excel to solve this question-
The treatment 60 g bran have the widest confidence
interval.
The treatment Laying mash have the narrowest confidence
interval.
#9. Consider exercise 6 of Chapter 2. Suppose we calculated 95% confidence intervals for the population...
6. Consider the experiment in Exercise 3. Suppose some of the chickens were lost during the course of the experiment, resulting in the following set of observations. Treatment Serum T3, (ng/dl) x 10(-1) Premolt 90.09 90.45 99.38 73.56 Fasting 98.81 103.55 115.23 129.06 117.61 60g bran 197.18 207.31 177.5 80 g bran 102.93 117.51 119.92 112.01 101.1 Laying mash 82.94 83.14 89.59 87.76 e. How has the loss of some chickens from the experiment affected the estimates of the means?...
6. Consider the experiment in Exercise 3. Suppose some of the chickens were lost during the course of the experiment, resulting in the following set of observations. Treatment Serum T3, (ng/dl) x 10(-1) Premolt 90.09 90.45 99.38 73.56 Fasting 98.81 103.55 115.23 129.06 117.61 60g bran 197.18 207.31 177.5 80 g bran 102.93 117.51 119.92 112.01 101.1 Laying mash 82.94 83.14 89.59 87.76 Write the linear statistical model for this study, and explain the model components. State the assumptions necessary...
Use the data on serum T3 concentrations from the experiments with chickens in Exercise 2.3. Treatment Serum T3, (ng/dl) x 10(-1) Premolt 90.09 90.45 99.38 73.56 74.39 Fasting 98.81 103.55 115.23 129.06 117.61 60g bran 197.18 207.31 177.5 226.05 222.74 80 g bran 102.93 117.51 119.92 112.01 101.1 Laying mash 83.14 89.59 87.76 96.43 82.94 Contrasts of interest were the serum T3 concentration differences between successive stages: (1) premolt versus fasting, (2) fasting versus 60 grams of bran, (3) 60...