Cans are made in a process with two resources. The first resource has a capacity of 11 cans per second. Thecapacity of the second resource is 10 cans per second. The first resource has 10 workers and the secondresource has 5 workers. One additional worker is hired who is as productive as the current workers.Instruction: Round your answer to three decimal places.What is the new capacity of this process?cans per second

Given: 1st resource capacity =11 cans/sec2nd resource capacity =10 cans/sec 1st resource has workers…

Answered: Cans are made in a process with two…

Practical Management Science

6th Edition

ISBN:9781337406659

Author:WINSTON, Wayne L.

Publisher:WINSTON, Wayne L.

Chapter2: Introduction To Spreadsheet Modeling

Section: Chapter Questions

Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...

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Prevost Chemicals manufactures an industrial solvent at its only processing plant. A liquid chemical and labor are the two primary inputs. All other resources are included in manufacturing overhead. The plant never has any work-in-process or finished goods inventories. Information from the previous four periods of production follows: Chemical input (gallons) Labor input (hours) Solvent sales (gallons) Average price of chemical per gallon Average wage rate per hour Average sales price per gallon Manufacturing overhead (total) Required A Required B Required C Required: a. Compute the partial productivity measures for chemical for the four periods. b. Compute the partial productivity measures for labor for the four periods. c. Compute the total factor productivity for the four periods. Complete this question by entering your answers in the tabs below. Period Period 1 125,000 12,500 110,000 Period 1 $ 2.00 28.00 10.26 236,000 Compute the partial productivity measures for chemical for the…
Drivers are trained in a process with two resources. The processing times for the resources are 32 and 140 hours. The first resource has 1 worker and the second resource has 5 workers. Demand occurs at the rate 0.025 Drivers per hour. Instruction: Round your answer to one decimal place. What is the implied utilization (%) of the second resource? %
The MacJunkin Company manufactures transmission parts. The current process uses 20 workers and produces 400 units per hour. You are considering changing the process with new manufacturing methods that increase output to 470 units per hour but will require 22 workers. Workers are paid at a rate of $15 per hour, and overhead is charged at 140% (or 1.4 times) labor costs. Finished switches sell for $80/unit. The details are as follows: Current Process New Process Output (Units/Hour) 400 470 Number of Workers 20 22 Material (Cost/Hour) $120 $150 These are the correct answers can you show me how to get these answers? A. What is the multifactor productivity ratio for the current process? 38.10 B. What is the multifactor productivity ratio for the new process? 39.92 Your answer is correct.
People are served in a process with two resources. A worker in the first resource serves 28 people per hour and a worker in the second resource serves 14 people per hour. The first resource has 3 workers and the second resource has 5 workers. Demand occurs at the rate 14 people per minute (Instruction Round your answer to one decimal place) What is the implied utilization (%) of the second resource?___________
How many workers are needed at each stage if management wants a utilization of at least 85 percent? Round your answers up to the nearest whole number. Stage A: __ workers Stage B: __ workers Stage C: __ workers Stage D: __ workers Stage E: __ workers Suppose that the number of workers at each stage are as follows: Stage Number of Workers A 5 B 3 C 7 D 5 E 2 What is the output rate at each stage? Round your answers to the nearest whole number. Stage A: __ units/hour Stage B: __ units/hour Stage C: __ units/hour Stage D: __ units/hour Stage E: __ units/hour Where is the bottleneck in this process? The bottleneck is (Stage A, B, C, D, or E).
Knott's Industries manufactures standard and super premium backyard swing sets. Currently it has four identical swing-set-making machines, which are operated 275 days per year and 8 hours each day. A capacity cushion of 20 percent is desired. The following information is also known Annual Demand Standard Processing Time Average Lot Size Standard Setup Time per Lot a. Does Knott's have sufficient capacity to meet annual demand? Knott's does Standard Model 20,000 5min 50 30 min Super Premium Model 10,000 17 min 30 45 min have sufficient capacity to meet annual demand because 3 machines are needed. (Enter your response rounded up to the next whole number.) b. If Knott's was able to reduce the setup time for the Super Premium Model from 45 minutes to 30 minutes, would there be enough current capacity to produce 20,000 units of each type of swing set? If Knott's was able to reduce the setup time for the Super Premium Model from 45 minutes to 30 minutes, there would not be enough capacity to…
There are six workers, one at each of the six stations (A-F). They begin their workday at 8:00a.m. and work steadily until 4:00 pm. (They are replaced with other workers for breaks and lunches, but the production is not slowed or stopped during these times.) Their hourly wage rate is $25 per hour. You can assume unlimited demand. What is the average labor utilization (you can ignore any start-up or empty system effects) of the six workers? Please give your answer in decimal form (e.g. 0.5 for 50% utilization).
Compute the required cycle time for a process that operates 8 hours daily with two 15 min break and requires an output of 350 units per day. O 0.753 minutes 01.286 minutes 1.371 minutes 0.778 minutes
A machine operates with the following production cycle: 15 minutes of setup,45 minutes of production. While in production the machine produces 2 parts per minute.What is the capacity of the machine in parts per minute?
In the series process shown, there is one worker at each station. What is the minimum number of customers that must be in the system in order for the lead time to exceed the raw processing time? Round up or down to the appropriate integer value (you cannot have partial customers).
For a particular process, suppose the bottleneck cycle time is 40, and the raw processing time is 100. What is the minimum number of customers that must be in the system in order for the lead-time (LT) to exceed the raw processing time? Round to one decimal place.
"The business processes covering the Revenue Cycle is also called Purchase to Pay, meaning from the time the customer purchases from the company to the time the customer pays for the goods purchased." T/F

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