Suppose a family-owned yogurt shop has $80,000 in total revenues, $36,000 in rent, and $20,000 in additional operating costs. Th
1 answer:
You might be interested in
Complete question:
Alpha Assemblies produces a wide variety of products in their central Nebraska facility. Many of these products fit within a line of standard truck and trailer parts. Within this is a set of hitches that can be made in two sizes (1-1/4 and 2) and three strengths (light duty, medium duty, and heavy duty). All of the hitches in this line have "natural" finishes so no additional steps are necessary after they are cast. The machine used to cast these six hitch variations is available for 2000 hours per year. Operators are paid $15.00 per hour including benefits.
Simone is working to establish her reputation at Alpha Assemblies as part of her internship opportunity. She is looking for a way to improve the operations. She has been working on the hitch project and is looking at possible ways to cut costs. At this point she has studied the processes and their associated costs, and completed forecasts for the next year's demand.
Hitch A is the 1-1/4 inch, light duty, natural hitch. Simone has forecast the demand for this hitch at 5,656 units for the next year. It takes one operator 5.4 hours to perform a setup to produce a batch for this hitch and no other setup costs are incurred when setting up the machine. In addition, the holding costs for this item are $4.39 per unit per year. This hitch has a current batch size of 1,500 units per production run.Simone has determined that traditional EOQ is applicable for this problem. Determine the order quantity (EOQ) Simone should use if this determination is correct.
Don't round any numbers in the middle of the problem. Provide your answer to two (2) decimal places.
Answer:
EOQ = 323.05 units
Explanation:
Given the following:
Demand, D = 5656 units
Holding cost, H= $4.39 per unit per yr
Time for setup = 5.4 hours
Payment per operator = $15.00 per hour
Calculate for setup cost:
Set up cost, S = Setup time * payment
5.4 * $15 = $81
Find the order quantity, EOQ.
Take the expression
EOQ = 323.05 units