This line plot shows the amount of money Marie spent on gas on her last 14 trips to the pump. Marie says that the mean amount spent is $30 and the median amount spent is also $30. A line plot with fourteen data values. Labels are at at twenty-five, thirty, and thirty-five. Tick marks are every one unit. Values appear as x marks above the line. Plot data values are one x mark above twenty-seven, two x marks above twenty-eight, three x marks above twenty-nine, three x marks above thirty, three x marks above thirty-one, zero x marks above thirty-two, one x mark above thirty-three, and one x mark above thirty-four. Which statement is correct? Responses Marie is correct. The mean is $30 and the median is $30. Marie is correct. The mean is $30 and the median is $30. Marie is not correct. The median is $30 but the mean cannot be determined in a line plot because individual values are not identified. Marie is not correct. The median is $30 but the mean cannot be determined in a line plot because individual values are not identified. Marie is not correct. The mean is $30 but the median cannot be determined in a line plot because individual values are not identified. Marie is not correct. The mean is $30 but the median cannot be determined in a line plot because individual values are not identified. Marie is not correct. Neither the mean nor the median can be determined in a line plot because individual values are not identified.