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Question 3 A producer of inkjet printers is planning to add a new line of printers, and you have been asked to balance the process, given the following task times and precedence relationships. Assume that the desired cycle time is 12 minutes. Length (minutes) Immediate Tasks predecessor a 3 b 3 a 1 b d. - e 3 d f 2 С, е g f 7 i 4 j 10 i k 7 6. g, k 4 a) Draw the precedence diagram. b) i. Assign tasks to work stations in order of most following tasks. Use greatest positional weight as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv. On a 480 minutes work day, what is the production rate per day? c) Assign tasks to work stations in order of greatest positional weight. Use most i. foliowing tasks as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv On a 480 minutes work day, what is the production rate per day? What is the minimum cycle time that will permit the use of only three workstations? Is this d) cycle time feasible? If you were assigning tasks to workstations in order of most following, and using greatest positional weight as tiebreaker, how would you assign the tasks to workstations?

Question 3 A producer of inkjet printers is planning to add a new line of printers, and you have been asked to balance the process, given the following task times and precedence relationships. Assume that the desired cycle time is 12 minutes. Length (minutes) Immediate Tasks predecessor a 3 b 3 a 1 b d. - e 3 d f 2 С, е g f 7 i 4 j 10 i k 7 6. g, k 4 a) Draw the precedence diagram. b) i. Assign tasks to work stations in order of most following tasks. Use greatest positional weight as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv. On a 480 minutes work day, what is the production rate per day? c) Assign tasks to work stations in order of greatest positional weight. Use most i. foliowing tasks as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv On a 480 minutes work day, what is the production rate per day? What is the minimum cycle time that will permit the use of only three workstations? Is this d) cycle time feasible? If you were assigning tasks to workstations in order of most following, and using greatest positional weight as tiebreaker, how would you assign the tasks to workstations?

MATLAB: An Introduction with Applications
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Question 3 A producer of inkjet printers is planning to add a new line of printers, and you have been asked to balance the process, given the following task times and precedence relationships. Assume that the desired cycle time is 12 minutes. Length (minutes) Immediate Tasks predecessor a 3 3 a 1 b d. e 3 d f С, е g f 7 i 4 j 10 i k 7 g, k a) Draw the precedence diagram. b) i. Assign tasks to work stations in order of most following tasks. Use greatest positional weight as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv. On a 480 minutes work day, what is the production rate per day? с) i. foliowing tasks as the tiebreaker. Assign tasks to work stations in order of greatest positional weight. Use most ii. What is the actual cycle time? iii. Determine the % idle time. iv On a 480 minutes work day, what is the production rate per day? What is the minimum cycle time that will permit the use of only three workstations? Is this d) cycle time feasible? If you were assigning tasks to workstations in order of most following, and using greatest positional weight as tiebreaker, how would you assign the tasks to workstations?
Transcribed Image Text:Question 3 A producer of inkjet printers is planning to add a new line of printers, and you have been asked to balance the process, given the following task times and precedence relationships. Assume that the desired cycle time is 12 minutes. Length (minutes) Immediate Tasks predecessor a 3 3 a 1 b d. e 3 d f С, е g f 7 i 4 j 10 i k 7 g, k a) Draw the precedence diagram. b) i. Assign tasks to work stations in order of most following tasks. Use greatest positional weight as the tiebreaker. ii. What is the actual cycle time? iii. Determine the % idle time. iv. On a 480 minutes work day, what is the production rate per day? с) i. foliowing tasks as the tiebreaker. Assign tasks to work stations in order of greatest positional weight. Use most ii. What is the actual cycle time? iii. Determine the % idle time. iv On a 480 minutes work day, what is the production rate per day? What is the minimum cycle time that will permit the use of only three workstations? Is this d) cycle time feasible? If you were assigning tasks to workstations in order of most following, and using greatest positional weight as tiebreaker, how would you assign the tasks to workstations?
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