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Answer :
The correct answer for the Throughput Time is 14 hours, the correct answer for the Delivery Cycle Time is 5 hours, and the correct answer for the Manufacturing Cycle Efficiency is 35.7%.
The Throughput Time is the total time it takes for a product to go through the entire production process, from the start of production to its completion. In this case, the reported Throughput Time options are 20 hours, 5 hours, 14 hours, and 12 hours.
The Delivery Cycle Time, on the other hand, refers to the total time it takes for a product to be delivered to the customer after it is produced. The reported options for the Delivery Cycle Time are 20 hours, 12 hours, 14 hours, and 5 hours.
Lastly, the Manufacturing Cycle Efficiency (MCE) is a measure of how efficiently the production process is operating. It is calculated by dividing the Throughput Time by the Manufacturing Cycle Time (MCT) and multiplying the result by 100. The MCE options given are 30.5%, 35.7%, 28.9%, and 64.3%.
To determine the correct answers for each question, we need to understand the relationships between these terms. The Throughput Time includes the time for both manufacturing and delivery. Therefore, it should be equal to the sum of the Manufacturing Cycle Time and the Delivery Cycle Time.
Looking at the options, we can see that the sum of the Manufacturing Cycle Time and the Delivery Cycle Time should equal the reported Throughput Time.
By comparing the options, we can determine that the correct answer for the Throughput Time is 14 hours, the correct answer for the Delivery Cycle Time is 5 hours, and the correct answer for the Manufacturing Cycle Efficiency is 35.7%.
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