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C\&A makes two types of products using four machines from 9 a.m. to 5 p.m. each day. Product A visits machines 1,2 , and 4. Product B only visits machines 1 and 3 . The capacity is 0.4 unit per minute at machine 1, 0.12 unit per minute at machine 2,0.2 unit per minute at machine 3, and 0.3 unit per minute at machine 4 . The demand per day is 40 units for Product A and 160 units for Product B. Assume the relative proportion between the two product types remains constant. What is the flow rate for Product B in units per day? A. 192 B. 24 C. 120 D. 96 Reset Selection A three-step process is used to make a product. The yield of step 1 is 90%; of step 2, 70\%; and of step 3, 50\%. What is the yield of the overall process? A. 2196 B. 45% C. 40% D. 31.5% A three-step process is used to make a product. The yieid of step 1 is 50\%; of step 2, 80\%; and of step 3,20%. How many units must be started at step. 1 to get 100 good units from the process? A. 150 B. 1250 C. 200 D. 500 Reset Selection A three-step process is used to make a product. The yield of step 1 is 80%; of step 2, 40%; and of step 3,50\%. Step 1 takes 2 minutes per unit. Step 2 takes 4 minutes per unit. Step 3 takes 5 minutes. Which step in the process is the bottleneck, and how many good units can be produced from this process in one 8 -hour day? A. Step 3, 38 B. Step 3, 15 C. Step 2, 48 D. Step 2, 24 Reset Selection A three-step process is used to make a product. The yield of step 1 is 80%; of step 2, 40\%; and of step 3,50\%. Step 1 takes 2 minutes per unit. Step 2 takes 4 minutes per unit. Step 3 takes 5 minutes. How many good units can the process produce per hour? A. 6 B. 0.1 C. 0.05 D. 3 Reset Selection A) \begin{tabular}{|c|c|} \hline & All customers \\ \hline Resource X & 95 \\ \hline Resource Y & 80 \\ \hline \end{tabular} B) \begin{tabular}{|c|c|c|} \hline & Customer A & Customer B \\ \hline Resource X & 2 & 5 \\ \hline Resource Y & 5 & 2 \\ \hline \end{tabular} C) \begin{tabular}{|c|c|c|} \hline & Customer A & Customer B \\ \hline Resource X & 20 & 75 \\ \hline Resource Y & 50 & 30 \\ \hline \end{tabular} D) \begin{tabular}{|c|c|c|} \hline & Customer A & Customer B \\ \hline All resources & 70 & 105 \\ \hline \end{tabular} Two types of customers are served by a two-step process. Each resource is staffed by one employee. Customer A spends two minutes at resource X and five minutes at resource Y. Customer B spends five minutes at resource X and two minutes at resource Y. The demand rate per hour is 10 customer As and 15 customer Bs. Which of the following is the workload table for this situation? (See attached PDF.) Quiz 4 Question 13.pdf 191KB A. Workload Table D B. Workload Table B C. Workload Table C D. Workload Table A Two types of customers are served by a two-step process. Each resource is staffed by one employee. Customer A spends two minutes at resource X and five minutes at resource Y. Customer B spends five minutes at resource X and two minutes at resource Y. The demand rate per hour is 10 customer As and 15 custner Bs. What is the workload for resource X across all customer types? A. 95 minutes per hour B. 105 minutes per hour C. 80 minutes per hour D. 70 minutes per hour Reset Selection Two types of customers are served by a Ywo-step process. Each resource is staffed by one employee. Customer A spends two minutes at resource X and five minutes at resource Y. Customer B spends five minutes at resource X and two minutes at resource Y. The demand rate per hour is 10 customer As and 15 customer Bs. What is the workload for resource Y across all customer types? A. 95 minutes per hour B. 105 minutes per hour C. 80 minutes per hour D. 70 minutes per hour