02.1 Describe Type 1 2 Points Assume that breeders need to order the appropriate amount of food for newborn horses based on their birth weight. We would like to test the hypothesis that the mean weight of a newborn Clydesdale is greater than 175 pounds. Data will be collected to test the following hypotheses: H0 : p, S 175 lbs Ha : p, > 175|bs (NOTE: In this case, we are assuming that the birth weight is less than or equal to 175 because the alternate is one-sided. You may see this type of null used in other courses/research when the alternate is so stated.) Describe a Type I error in the context of this problem. 02.2 Consequence of Type 1 1 Point Assume that breeders need to order the appropriate amount of food for newborn horses based on their birth weight. We would like to test the hypothesis that the mean weight of a newborn Clydesdale is greater than 175 pounds. Data will be collected to test the following hypotheses: H0 : p, S 175 lbs Ha : p > 175 lbs Describe a consequence of a Type I error in the context of this problem. 02.3 Describe Type 2 2 Points Assume that breeders need to order the appropriate amount of food for newborn horses based on their birth weight. We would like to test the hypothesis that the mean weight of a newborn Clydesdale is greater than 175 pounds. Data will be collected to test the following hypotheses: H0 : p S 175 lbs Ha : p. > 175 lbs Describe a Type II error in the context of this problem. 02.4 Consequence of Type 2 1 Point Assume that breeders need to order the appropriate amount of food for newborn horses based on their birth weight. We would like to test the hypothesis that the mean weight of a newborn Clydesdale is greater than 175 pounds. Data will be collected to test the following hypotheses: H0 : p, S 175 lbs H3111. > 175le Describe a consequence of a Type II error in the context of this