In: Accounting
Bismarck Cameras, Inc. manufactures two models of cameras. Model
ZM has a zoom lens; Model DS has a fixed lens. Bismarck uses an
activity-based costing system. The following are the relevant cost
data for the previous month:
Direct Cost per Unit | Model ZM | Model DS | ||||
Direct materials | $ | 45 | $ | 20 | ||
Direct labor | 32 | 15 | ||||
Category | Estimated Cost | Cost Driver | Use of Cost Driver | ||||
Unit level | $ | 27,000 | Number of units | ZM: 2,400 units; DS: 9,600 units | |||
Batch level | 50,000 | Number of setups | ZM: 25 setups; DS: 25 setups | ||||
Product level | 90,000 | Number of TV commercials | ZM: 15; DS: 10 | ||||
Facility level | 300,000 | Number of machine hours | ZM: 500 hours; DS: 1,000 hours | ||||
Total | $ | 467,000 | |||||
Bismarck’s facility has the capacity to operate 4,500 machine hours
per month.
Required
Compute the cost per unit for each product.
The current market price for products comparable to Model ZM is $200 and for DS is $86. If Bismarck sold all of its products at the market prices, what was its profit or loss for the previous month?
A market expert believes that Bismarck can sell as many cameras
as it can produce by pricing Model ZM at $196 and Model DS at $84.
Bismarck would like to use those estimates as its target prices and
have a profit margin of 30 percent of target prices. What is the
target cost for each product?
Solution 1:
Allocation of overhead and computation of overhead cost per unit | ||||||||
Activity | Estimated Overhead Cost | Activity Base | Usage of Activity Base | Activity Rate | Model ZM | Model DS | ||
Usage | Allocated Costs | Usage | Allocated Costs | |||||
Unit level | $27,000.00 | Nos of units | 12000 | $2.25 | 2400 | $5,400 | 9600 | $21,600 |
Batch level | $50,000.00 | Nos of setups | 50 | $1,000.00 | 25 | $25,000 | 25 | $25,000 |
Product level | $90,000.00 | Nos of TV commercials | 25 | $3,600.00 | 15 | $54,000 | 10 | $36,000 |
facility level | $300,000.00 | Nos of machine hours | 1500 | $200.00 | 500 | $100,000 | 1000 | $200,000 |
Total | $467,000.00 | $184,400 | $282,600 | |||||
Nos of units | 2400 | 9600 | ||||||
Overhead cost per unit | $76.83 | $29.44 |
Computaiton of Cost per unit | |||||||
Product | Direct materials | + | Direct labor | + | Allocated overhead | = | Total |
Model ZM | $45.00 | + | $32.00 | + | $76.83 | = | $153.83 |
Model DS | $20.00 | + | $15.00 | + | $29.44 | = | $64.44 |
Solution 2:
Computation of profit & Loss of previous month | |||
Particulars | Model ZM | Model DS | Total |
Sales revenue | $480,000.00 | $825,600.00 | $1,305,600.00 |
Costs | $369,192.00 | $618,624.00 | $987,816.00 |
Profit (Loss) | $110,808.00 | $206,976.00 | $317,784.00 |
Solution 3:
Computation of Target Cost | ||
Particulars | Model ZM | Model DS |
Price per unit | $196.00 | $84.00 |
Profit margin | $58.80 | $25.20 |
Target cost/unit | $137.20 | $58.80 |