Identify the sample. Choose the correct answer below. O A. All the customers to whom the survey was sent O B. The 580 amounts that were recorded from the survey O C. The average amount reported by the 580 customers who responded O D. The 580 customers who responded to the survey Explain what p represents. Choose the correct answer below. O A. The proportion of all customers who will spend more than $142.09. O B. The proportion of the 580 respondents who will spend more than $142.09. O C. The average amount that will be spent by the marketing analyst's customers O D. This situation is about a mean, not a proportion.For the situation below identify the population and the sample and explain what p and p represent 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. A marketing analyst conducts a large survey of her customers to find out how much money they plan to spend at the company website in the next 6 months. The average amount reported from the 580 respondents is $142.09. . . . What is the population? A. All customers of the marketing analyst O B. All the websites of the marketing analyst customers O C. All marketing analysts O D. All marketing analyst websitesWould you trust a confidence interval for the true proportion based on these data? O A. No, because the 10% condition is violated. O B. Yes, because this sample seems to meet all the conditions. O C. No, because this sample is voluntary, and may be biased. O D. This situation is about a mean, not a proportion.Explain what p represents. Choose the correct answer below. O A. The average amount that will be spent by the marketing analyst's customers O B. This situation is about a mean, not a proportion. O C. The proportion of the 580 respondents who will spend more tian $142.09. O D. The proportion of all customers who will spend more than $142.09. What is the value of p? O A. The proportion is 580. O B. The proportion is 142.09. O C. This situation is about a mean, not a proportion. O D. The proportion is not given in the information