What is the capacity of the shop (in units per minute)?

An average of 1200 parts arrive to the EP chamber during an 8-hour workday. Each part goes through two stages of processing. At each stage, a single product is processed at a time, and processing takes an average of 15 seconds at the first station and 12 seconds at the second station. Inter-arrival times and service times are exponentially distributed. At the end of the second step, the product goes through a quality check. 5% of the parts fail the quality check and are sent back to the second stage of service. Parts exit the system only after they pass the quality check. Ignoring the time required to perform the quality check or in moving the part through the facility, what is the average cycle time for parts?

A cell-phone repair shop consists of three processes. Step 1 requires 4 minutes per unit, step 2 requires 6 minutes per unit and step 3 requires 2 minutes per unit. 40% of units that complete the third step require rework, which means those units must start the process over at step 2 (processing times are the same for units being reworked) and rework is always successful. Demand at the shop is 0.8 units per minute. Instruction: Round your answer to three decimal places. What is the capacity of the shop (in units per units per minute)? units per minute

The bottleneck resource in a process has the least idle time. True or false?a. Trueb. False

The information turnaround time is driven primarily by:a. the number of workers.b. the IT system.c. the inventory in the process.d. the amount of waste in the process.

A process of making chair is described as follows: Stage 1 Seat and back attached Stage 2 Legs attached The production speeds are 15 chairs per hour for Stage 1 and 30 chairs per hour for stage 2. The cycle time of the process is ______minutes. The flow time of the process is ______ minutes.

Please do not give solution in image format thanku The flow rate through a process is 0.5 flow units per minute. The number waiting for the process is 1. The time to do the activity in the process is 1 minute. This is a stable system. The average amount of time a flow unit spends waiting for the activity and doing the activity = ______. Enter one integer (which can be 0) and ONE decimal, so the answer looks like X.X. Any of the Xs can be a 0.

A machine makes two components; call them types A and B. It takes 630 seconds to switch production between the component types. During that time, no production occurs. When in production, each unit of A or B requires 0.5 second to be completed. The two components, A and B, are combined in an assembly process to make a final product; call it C. The assembly step can combine the two components into 1 unit every 4 seconds, or 15 units per minute. Suppose the machine rotates between one batch of 2,520 units of A and 2,520 units of B. In that case, what is the capacity of the machine in component pairs per minute, where a component pair is one unit of A and one unit of B?   Suppose the machine rotates between one batch of 2,520 units of A and 2,520 units of B. What is the utilization of the machine?   Suppose the machine rotates between one batch of 2,520 units of A and 2,520 units of B. What is the average inventory of B components?   If the production schedule could be adjusted with…

Chairs are made in a process with a single resource. There are two types of chairs. The resource's processing time for the first type is 30 minutes and demand for this type is 2.3 chairs per hour. The resource's processing time for the second type is 23 minutes and demand for this type is 2.8 chairs per hour. There is 1 worker at this resource. Instruction: Round your answer to one decimal place. What is the implied utilization (%) of this resource?

Use the following information to answer question 8-10. A company keeps track of the time required to fill orders carefully. The following data are presented: Hours Move time 2.6 Queue time Inspection time Delivery cycle time 0.4 15 Manufacturing cycle efficiency of the company is 0.12. The process time should be: A. 1.5 hours. B. 2.5 hours. C. 1.2 hours. 8. D. 0.5 hours. E. 3 hours. 9. The wait time should be: A. 1.5 hours. B. 2.5 hours. C. 1.2 hours. D. 0.5 hours. E. 3 hours. 10. Which of the following can increase the manufacturing cycle efficiency of the company, while other things remain unchanged? A. Decrease the wait time. B. Increase the queue time. C. Decrease the move time. D. Decrease the process time. E. Increase the wait time.