1- Super Fun Industries manufactures four top-selling toys code named A-148, B-3
ID: 394045 • Letter: 1
Question
1- Super Fun Industries manufactures four top-selling toys code named A-148, B-356, B-457, and C-843. The following table shows how long it takes to process each toy through each required station. Note that all times are in minutes. Super Fun’s manufacturing plant is open 16 hours a day, 5 days a week, and 8 hours on Saturday.
a. If only toy A-148 is produced during a specific week, how many units could be produced?
b. If weekly demand for the four products are A-148 = 200 units, B-356 = 250 units, B457 = 250 units, and C-843 = 300 units, which station is the bottleneck, and is it capable of producing all the toys demanded?
1- Super Fun Industries manufactures four top-selling toys code named A-148, B-356, B-457, and C-843. The following table shows how long it takes to process each toy through each required station. Note that all times are in minutes. Super Fun's manufacturing plant is open 16 hours a day, 5 days a week, and 8 hours on Saturday B-356 5 min 4 min A-148 6 min 4 min 5 min 3 min a. If only toy A-148 is produced during a specific week, how many units could be Processing Time Station 1 Processing Time Station 2 Processing Time Station 3 Processing Time Station 4 B-457 0 min 5 min 4 min 10 min C-843 8 min 2 min 2 min 1 min / min 0 min produced? If weekly demand for the four products are A-148-200 units. B-356 457-250 units, and C-843-300 units, which station is the bottleneck, and is it capable of producing all the toys demanded? b. 250 units, BExplanation / Answer
Total available production time: (16*5+8)*60 = 88*60 = 5280 mins
a. Longest task time for A-148 = 6 mins
Number of units produced = 5280/6 = 880 units.
b. Comparing the data, station A-148 is the bottleneck station
Total utilization of the plant = (4850/5280) * 100 = 91.85%
As total utilization is less than 100%, all the toys demanded will not be fulfilled
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