Question: 1)_Mccabe Corporation uses the weighted-average method in its process costing. The following data pertain to its Assembly Department for September. Percent Complete Units Materials Conversion
1)_Mccabe Corporation uses the weighted-average method in its process costing. The following data pertain to its Assembly Department for September.
| Percent Complete | ||||||||
| Units | Materials | Conversion | ||||||
| Work in process, September 1 | 1,900 | 55 | % | 10 | % | |||
| Units started into production during September | 9,300 | |||||||
| Units completed during September and transferred to the next department | 8,400 | |||||||
| Work in process, September 30 | 2,800 | 75 | % | 25 | % | |||
Required:
Compute the equivalent units of production for both materials and conversion costs for the Assembly Department for September using the weighted-average method.
2 Holling Inc. uses the weighted-average method in its process costing. The following data concern the companys Mixing Department for the month of December.
| Materials | Conversion | |||
| Work in process, December 1 | $ | 8,830 | $ | 9,828 |
| Cost added to production in the Mixing | ||||
| Department during December | $ | 227,200 | $ | 284,932 |
| Equivalent units of production for December | 10,600 | 10,100 | ||
Required:
Compute the cost per equivalent unit for materials and conversion for the Mixing Department in December. (Round your answers to 2 decimal places.)
3)
Hutchcroft Corporation uses the weighted-average method in its process costing. The following data concern the companys Assembly Department for the month of June.
| Materials | Conversion | ||||||
| Cost per equivalent unit | $ | 33.30 | $ | 36.10 | |||
| Equivalent units in ending work in process | 1,530 | 675 | |||||
During the month, 8,000 units were completed and transferred from the Assembly Department to the next department.
Required:
Determine the cost of ending work in process inventory and the cost of units transferred out of the department during June using the weighted-average method. (Round your answers to 2 decimal places.)
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