For the situation below, identify the population and the sample and identify p and p if appropriate and what the value of p is. Would you trust a confidence interval for the true proportion based on these data? Explain briefly why or why not. An airline wants to know the weight of carry-on baggage that customers take on their international routes, so they take a random sample of 60 bags and find that the average weight is 15.1 pounds. What is the value of p? A. The value of p is about 0. 151 or 15.1%. B. This situation is about a mean, not a proportion. Thus, there is no sample proportion for this case. O C. The value of p is about 0.302 or 30.2%. O D. The value of p is about 0.50 or 50% Would you trust a confidence interval for the true proportion based on these data? X A. No, because the 10% condition is violated. B. This situation is about a mean, not a proportion. A confidence interval for the true proportion is not appropriate. O C. Yes, because this seems to be a random sample. O D. No, because this is a voluntary sample and may be biased.For the situation below, identify the population and the sample and identify p and p if appropriate and what the value of p is. Would you trust a confidence interval for the true proportion based on these data? Explain briefly why or why not. An airline wants to know the weight of carry-on baggage that customers take on their international routes, so they take a random sample of 60 bags and find that the average weight is 15.1 pounds. What is the value of p? A. The value of p is about 0. 151 or 15.1%. *B. This situation is about a mean, not a proportion. Thus, there is no sample proportion for this case. O C. The value of p is about 0.302 or 30.2%. O D. The value of p is about 0.50 or 50%. Would you trust a confidence interval for the true proportion based on these data? X A. No, because the 10% condition is violated. B. This situation is about a mean, not a proportion. A confidence interval for the true proportion is not appropriate. O C. Yes, because this seems to be a random sample. O D. No, because this is a voluntary sample and may be biased