Kindly please help me solve and answer this questions. I have only an hour to learn the material. Thank you

(2) Given the following information in Table 2 about a 6/1/F/Z (a single machine flow shop environment with 6 jobs with a performance measure Z (e.g., lateness (L), flowtime (F), makespan (Cras), tardiness (T), etc.), solve the following problems. You must draw the Gantt chart for Part (a), but it is optional for the remaining Parts (b) thru (h). Assume all job ready times (n) are 0 NOTE: Weights are only necessary for Part (h) of this problem. Table 2. Sample job data to be used for Problem #2 Job 1 3 6 Processing time 915 5 13 Due Dates 20 33 17 Weights (penalty) 1 For Problem 12h only a) Draw the Gantt Chart for the sequence 1-2-3-6-5-4. 2 4 6 23 3 5 10 29 2 19 3 2 b) Using the data from Table 2 above, determine the makespan (Cmax) for the following sequence: 1-2-3-6-5-4 c) Using the data from Table 2 above, determine the total flowtime (F) for the following sequence: 6-5-4-3-2-1 d) Using the data from Table 2 above, determine the minimized total flowtime (F) sequence and value based on the flowtime theorem taught in class. c) Using the data from Table 2, determine the total lateness (L.) for the following sequence: 6-5-4-3-2-1 Using the data from Table 2, determine the minimized total lateness (L) sequence and value based on the lateness theorem taught in class. g) Using the data from Table 2 above, determine the total tardiness (T) for the following sequence: 1-2-3-4-5-6 h) Using the data from Table 2 above, determine the total weighted tardiness (Tw) for the following sequence: 1-2-3-6-5-4