1. Calculate the equivalent units of production
for the forming department.
2. Calculate the costs per equivalent unit of
production for the forming department.
3. Using the weighted-average method, assign costs
to the forming department’s output—specifically, its units
transferred to painting and its ending work in process
inventory.
Solution 1:
Forming Department | |||||
Equivalent units of production (EUP) - Weighted Average method | |||||
Units | % material | EUP-Materials | % Conversion | EUP- Conversion | |
Units Completed and transferred out (35000+500000-40000) | 495000 | 100% | 495000 | 100% | 495000 |
units of Ending work in process | 40000 | 90% | 36000 | 40% | 16000 |
Equivalent units of production | 531000 | 511000 |
Solution 2:
Cost per Equivalent unit: | Material | Conversion |
Cost of Beginning Work in Process | $56,800 | $23,300 |
Cost added | $1,828,250 | $1,192,880 |
Total Costs | $1,885,050 | $1,216,180 |
/Equivalent units of Production | 531000 | 511000 |
Cost per Equivalent unit of Production | $3.55 | $2.38 |
Solution 3:
Cost Assignment and reconciliation | |||||
Cost of Units Transferred Out | EUP | Cost per EUP | Total Cost | ||
Material | 495000 | $3.55 | $1,757,250 | ||
Conversion | 495000 | $2.38 | $1,178,100 | ||
Total transferred out | $2,935,350 | ||||
Cost of ending work in process | EUP | Cost per EUP | Total Cost | ||
Material | 36000 | $3.55 | $127,800 | ||
Conversion | 16000 | $2.38 | $38,080 | ||
Total Ending work in process | $165,880 | ||||
Total costs assigned | $3,101,230 |
1. Calculate the equivalent units of production for the forming department. 2. Calculate the costs per...
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