Question: Use the following problem statement to answer questions 1 2 - 1 5 . John wants to develop a staffing plan ( also known as

Use the following problem statement to answer questions 12-15.
John wants to develop a staffing plan (also known as an S&OP) using the level strategy. Each worker on the payroll costs $4,000 in regular-time wages per month. Each worker puts in 200 hours of regular time per period and can work as many as an additional 100 hours of overtime. The overtime pay rate is $30 per hour. Undertime is paid at the same rate as regular time. In accordance with the labor contract in force, the company does not use subcontracting. He can hire and train a new employee for $5,000 and lay off one for $1,000. At present, 16 employees are on the payroll. Vacations, subcontracting, backorders, and stockouts are not options. He wants to use the level staffing plan that relies just on overtime and the minimum amount of undertime possible. The customer demands in Period 1 and Period 2 are shown in the table below. Use the spreadsheet approach. Round to the nearest whole number. [Note: Undertime = workforce level - forecasted demand. Utilized time = workforce level - undertime]
Question 12
7 pts
What is the total cost, including the cost of utilized time, undertime, overtime, hiring, and layoffs, in Period 1? Round to the nearest whole number.
Question 13
What is the overtime cost in Period 2? Round to the mearest whole mumber
54,000
72,000
3,000
6,000
0
30
Question 14
7 pts
What is the total cost, including the cost of utilized time, undertime, overtime, hiring, and layoffs, in Period 2? Round to the nearest whole number.
Question 15
pts
What is the cost of hirirng employee(s) in Period 12 Round to the nearest whole number:
0
10,000
40,000
15,000
5,000
20,000
Period 2 are shown in the table below. Use the spreadsheet approach. Round to the nearest whole number. [Note: Undertime = workforce level - forecasted demand. Utilized time = workforce level - undertime]
\table[[,1,2],[Demand (hours),2,800,5,400]]
\table[[,Inputs,,],[200,Forecasted demand,14,27],[300,Workforce level,18,18],[Undertime,,],[Overtime,,],[Derived,,],[Utilized time,,],[16,Hires,,],[Layoffs,,],[Calculated,,],[4,000,Utilized time cost,,],[4,000,Undertime cost,,],[30,Overtime cost,,],[5,000,Hiring cost,,],[1,000,Layoff cost,,],[,Total Cost,,]]
 Use the following problem statement to answer questions 12-15. John wants

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