Respuesta :
Answer:
Explanation:
(a) Compute the equivalent units for the month for the first department.
*Ending work in process units (materials) = Ending work in process inventory*Percentage completed = 8,000*0.75 = 6,000 units
Units transferred out = 42,000
Ending work in process = 6,000
- Equivalent units of production(materials) = 42,000+6,000 = 48,000
(a2)
Ending work in process units (labor) = Ending work in process inventory*Percentage completed = 8,000*0.50 = 4,000
- Equivalent units of production(labor) = 42,000+4,000 = 46,000
(a3)
Ending work in process units = Ending work in process inventory*Percentage completed = 8,000*0.50 = 4,000
- Equivalent units of produuction (overheads) = 42,000+4,000 = 46,000
(b1) Determine the costs per equivalent unit for the month
With respect to materials:
Total cost = beginning work in process + cost added during year = 4320 + 52,800 = $57,120
Cost per equivalent units = Total cost/ Equivalent units of production = 57,120/48,000 = 1.19
(b2) With respect to labor:
Total cost = beginning work in process + cost added during year = 1040 + 21,500 = $22,540
Cost per equivalent units = Total cost/ Equivalent units of production = 22,540/46,000 = 0.49
(b3) With respect to overhead:
Total cost = beginning work in process + cost added during year = 1790 + 32,250 = $34,040
Cost per equivalent units = Total cost/ Equivalent units of production = 34,040/46,000 = 0.74