Question
Arsenio Company manufactures a single product that goes through two processes, mixing and cooking. The following data pertain to the mixing department for August: Work-in-process
Arsenio Company manufactures a single product that goes through two processes, mixing and cooking. The following data pertain to the mixing department for August:
Work-in-process inventory, August 1 | |||
Conversion: 90% complete | 29,000 | units | |
Work-in-process inventory, August 31 | |||
Conversion: 50% complete | 30,000 | units | |
Units started | 71,000 | ||
Units completed and transferred out | ? | ||
Costs | |||
Work-in-process inventory, August 1 | |||
Material X | $ | 65,000 | |
Material Y | 88,200 | ||
Conversion | 119,690 | ||
Costs added during August | |||
Material X | 150,700 | ||
Material Y | 170,800 | ||
Conversion | 279,810 | ||
Material X is added at the beginning of work in the mixing department. Material Y is also added in the mixing department, but not until units are 80% complete with regard to conversion. Conversion costs are incurred uniformly during the process. The company uses the weighted-average cost method.
Required:
1. & 2.
Calculate the equivalent units and costs per equivalent unit of material X, material Y, and conversion for the mixing department. (Round "Cost per Equivalent Unit" answers to 2 decimal places.)
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3.
Calculate the cost of units transferred out. (Do not round intermediate calculations.)
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4. Calculate the cost of the ending Work-in-Process Inventory. (Do not round intermediate calculations.)
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