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Week 2 Ch.3-4 Graded Assignment EX.03.09 EX.03.10.ALGO EX.03.14 EX.03.17 EX.03.20 EX.03.21 CEX.04.10.ALGO EX.04.13.ALGO EX.04.15 EX.04.21.ALGO EX.04.24 Hide or show questions Progress:11/11 items eBook Calculator Duration-Based
Week 2 Ch.3-4 Graded Assignment
EX.03.09
EX.03.10.ALGO
EX.03.14
EX.03.17
EX.03.20
EX.03.21
CEX.04.10.ALGO
EX.04.13.ALGO
EX.04.15
EX.04.21.ALGO
EX.04.24
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Duration-Based Costing
Gee Manufacturing produces two models of camshafts used in the production of automobile engines: Regular and High Performance. Gee currently uses an ABC system to assign costs to the two products. For the coming year, the company has the following overhead activities, costs, and activity drivers:
Activity | Expected Cost | Activity Driver | Activity Capacity | |||
Setups | $214,612 | Setup hours | 10,000 | |||
Machining | $420,000 | Machine hours | 20,000 | |||
Moving | $112,500 | Move hours | 5,000 | |||
Total OH | $747,112 |
At practical capacity, the expected activity demands for each product are as follows:
Regular Performance Model | High Performance Model | |||||
Units completed | 30,000 | 8,000 | ||||
Setup hours | 8,000 | 2,000 | ||||
Machine hours | 6,000 | 14,000 | ||||
Moving hours | 1,000 | 4,000 |
The production cycle time for the regular performance camshaft is 0.50 (hours per unit) and that of the high performance camshaft is 2.5 (hours per unit).
Required:
1. Calculate the consumption ratios for each activity. Use these consumption ratios to assign the total overhead to each camshaft model and then calculate the overhead cost per unit for each model (round unit cost to two decimal places).
Setups | Machining | Moving | ||||
Reg. Perf. Model | ||||||
High Perf. Model |
Unit overhead cost:
Reg. Perf. Model | $ |
High Perf. Model | $ |
2. Calculate the total and per unit overhead assigned to each model using DBC (assume you only know cycle time, total overhead costs, and units at practical capacity). Round the overhead rate to four decimal places.
Total overhead rate $
Total overhead:
Reg. Perf. Model | $ |
High Perf. Model | $ |
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