Comment: Throughout this activity, use a 0.05 (5%) significance level (cutoff). Use the following information to answer questions 1 through 3. The following two hypotheses are tested: : The proportion of U.S. adults who support gay marriage is roughly 50%. : The proportion of U.S. adults who support gay marriage is above 50% (i.e., the majority support). Suppose a survey was conducted in which a random sample of 1,100 U.S. adults were asked about their opinions on gay marriage, and based on the data, the P-value was found to be 0.002. Flag question: Question 1 Question 1 2 pts The fact that the P-value = .002 means that: Group of answer choices There is .002 probability of observing data like those observed. There is .002 probability that 50% of U.S. adults support gay marriage. There is a probability of .002 (i.e., very unlikely) to observe data like those observed if the proportion of U.S. adults who support gay marriage were 50%. There is .998 probability that the majority of U.S. adults support gay marriage