Problem #2: A genetic model suggests that 80% of plants grown from a cross between two given strains of seeds will be of the dwarf variety. After breeding a sample of these plants, 154 were observed to be of the dwarf variety. Suppose that we do a hypothesis test to see if the sample results strongly contradict the genetic model and find the p-value to be 0.0198. What is the meaning of this p-value? (A) If the genetic model is correct, it is very unlikely (probability 0.0198) to obtain exactly 154 plants of the dwarf variety in the given sample. (B) If the genetic model is correct, it is very unlikely (probability 0.0198) to obtain 154 or more plants of the dwarf variety in the given sample. (C) If the genetic model is not correct, it is very unlikely (probability 0.0198) to obtain 154 or more plants of the dwarf variety in the given sample. (D) If the genetic model is not correct, it is very unlikely (probability 0.0198) to obtain exactly 154 plants of the dwarf variety in the given sample. (E) The p-value of 0.0198 is the probability of making a wrong decision. (F) The p-value of 0.0198 is the probability of making a Type II error. (G) The p-value of 0.0198 is the probability of making a Type I error.