On a class survey, students were asked "Estimate the number of times a week, on average, that you read a daily newspaper." Complete parts a through d. Frequency 2 Number a. Is the variable continuous or discrete? Explain. COA. Discrete, because the newspapers come every day. OB. Continuous, because the newspapers come every day. OC. Continuous, because the value for each person would be a whole number. D. Discrete, because the value for each person would be a whole number. b. The histogram gives results of this variable when the survey was administered to a class of 38 university students. Report the (i) minimum response, (i) maximum students who did not read the newspaper at all, and (iv) mode. (i) What is the minimum response? (Type a whole number.) (ii) What is the maximum response? 9(Type a whole number.) (i) How many students did not read a newspaper at all? 3 student(s) (Type a whole number.) (iv) What is the mode? (iii) How many students did not read a newspaper at all? 3 student(s) (Type a whole number.) (iv) What is the mode? (Type a whole number.) c. Describe the shape of the distribution. OA. The distribution is unimodal and symmetric. OB. The distribution is unimodal and skewed to the right. OC. The distribution is bimodal and symmetric. OD. The distribution is bimodal and skewed to the right. O E. The distribution is bimodal and skewed to the left. OF. The distribution is unimodal and skewed to the left. d. Find the proportion (or percent) of students that read a newspaper at least 6 times per week. The proportion is (Round to three decimal places as needed.) ..... X 10 ot 8 Frequency 6 2- 5 96 Number of Times/Week Read Newspaper -0 -3 -2 OK 7 +7 00- est Co 6