"A producer of various feed additives for cattle conducts a study of the number of days of feedlot time required to bring beef cattle to market weight. Eighteen steers of essentially identi- cal age and weight are purchased and brought to a feedlot. Each steer is fed a diet with a specific combination of protein content, antibiotic concentration, and percentage of feed supplement. The data are as follows:
STEER PROTEIN ANIBIO SUPPLEM TIME 1 10 1 3 88 2 10 1 5 82 3 10 1 7 81 4 10 2 3 82 5 10 2 5 83 6 10 2 7 75 7 15 1 3 80 8 15 1 5 80 9 15 1 7 75 10 15 2 3 77 11 15 2 5 76 12 15 2 7 72 13 20 1 3 79 14 20 1 5 74 15 20 1 7 75 16 20 2 3 74 17 20 2 5 70 18 20 2 7 69
5. Give a 95% confidence interval for β1. Interpret your confidence interval.
6. Determine whether ANTIBIO has statistically significant predictive value when entered as the last predictor in the equation. Conduct a statistical test and include all steps of a hypothesis test.
7. Determine whether the three predictors together have statistically significant predictive value. Conduct a statistical test and include all steps of a hypothesis test.
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