T-shirts Inc. has 12 operators, and the company works 8 hours a day (8 am to 5 pm with an hour break), 7 days a week. Company is manufacturing t-shirts and standard minute value for a line to finish a t-shirt =5 minutes. Company produces 8,000 t-shirts a week. Calculate the output, input and productivity (first two answers in minutes and third as a percentage [round to 100th place]). How long will this company need to complete a client’s order for 10,000 t-shirts?
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- T-shirts Inc. has 12 operators, and the company works 8 hours a day (8 am to 5 pm with an hour break), 7 days a week. Company is manufacturing t-shirts and standard minute value for a line to finish a t-shirt =5 minutes. Company produces 8,000 t-shirts a week. Calculate the output, input and productivity (first two answers in minutes and third as a percentage [round to 100th place]).
How long will this company need to complete a client’s order for 10,000 t-shirts?
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- I submitted this question a couple days ago. However, I am still a little confused. Here was the original question: Collins Little Company has a staff of 4 employees, each working 8 hours per day at a rate of $20/hour. Their overhead expenses are $200/day. Collins processes and closes on 12 titles each day. They are considering purchasing a computerized title search system that will allow the processing of 20 titles per day. With the new system, they could cut their staff to 2 employees working the same hours at the same pay, but their overhead expenses would double to $400 per day. 1. Compute the labor productivity with the old system (in titles / hour). 2. Compute the labor productivity with the new system (in titles / hour). 3. Compute the multifactor productivity with the old system (in titles / dollar). 4. Compute the multifactor productivity with the new system (in titles / dollar). One of the answers is: Labor Productivity = 12/(4*8) Another is: Labor Productivity =…In a job shop, effective capacity is only 79 percent of design capacity, and actual output is 53 percent of effective output. What design capacity would be needed to achieve an actual output of 11 jobs per week? What is its effective capacity? a. The Design Capacity needed to achieve the required actual job outputs Blank 1 (round to whole number) b. The Effective Capacity needed to achieve the required actual job outputs = Blank 2 (round to whole number) Blank 1 Add your answerWhat does the intercept mean in equation below ? X: C18 (total employees hours worked per week) versus Y: C19 (clinic patients seen per week). Equation: y=0.49x+0.84 Slope:0.49 Intercept:0.84 Does the intercept mean it is 0.84 and predicts how many patients seen if zero hours were workeed. In this case it has no meaning , it is only a line fitting?
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