Question: D Question 3 5 pts Determine a production plan for these five models using the sequence E-C-B-D-A and using the Stevenson sequencing rule. The goal

D Question 3 5 pts Determine a production plan for these five models using the sequence E-C-B-D-A and using the Stevenson sequencing rule. The goal is to have every model produced in every cycle with a plan that achieves fairly level production: Table of Models & Daily Quantities Model Daily Quantity B 12 C 4 D 15 E 8 Of the options listed, which achieves the goal? Alternative Text for Problem Table A two column table is shown. The first column is for the Model. The second column lists daily quantities for each model. The data is as follows: For Model A, the daily quantity is 21. For Model B. the daily quantity is 12. For Model C, the daily quantity is 4. For Model D. the daily quantity is 15. For Model E, the daily quantity is 8 Cycle 1: E(2) - C(1) - B(3) -D (3) -A(6) Cycle 2: E(2) - C(1) - B(3) - D (4) -A(5) Cycle 3: E(2) - C(1) - B(3) - D (4) -A(5) Cycle 4: E(2) - C(1) - B(3) - D (4) -A(5) Cycle 1: E(2) - C(1) - B(3) -D (2) -A(7) Cycle 2: E(2) - C(1) - B(3) - D (5) -A(4) Cycle 3: E(2) -C(1) - B(3) - D (4) -A(5) Cycle 4: E(2) - C(1) - B(3) - D (4) -A(5) Cycle 1: A[6) - B(3) - C(1) - D(3) - E(2) Cycle 2: A(5) - B(3) - C(1) - D(4) - E(2) Cycle 3: A(5) - B(3) - C(1) - D(4) - E(2) Cycle 4: A(5) - B(3) - C(1) - D(4) - E(2) Cycle 1: E(2) - C(1) - B(2) - D(3) - A(4) Cycle 2: E(2) - C(1) - B(2) - D(3) - A(4) Cycle 3: E(1) - C(1) - B(3) - D(3) - A[4) Cycle 4: E(2) - C(O)- B(2) - D(3) - A(5) Cycle 5: E(1) - C(1) - B(3) - D(3) - A[4) E(8) - C(4) - B(12) - D(15) - A(21) O None of the options listed
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