The proportion of college students in California who are majoring in STEM (Science, Technology, Engineering, and Mathematics) is 18%. You find two sample proportions p ^ 1 and p ^ 2 . You then calculate the probability of observing a sample proportion at least as extreme as each of these. You find: The probability of observing a sample proportion at least as extreme as p ^ 1 is 0.012. The probability of observing a sample proportion at least as extreme as p ^ 2 is 0.387. Based on these probabilities, which of the sample proportions you found is more extreme? Explain why you believe this. the first sample because it has a lower probability or the first because it has a higher probability