mperial Devices (ID) has offered to supply the state government with one model of its security screening device at “cost plus 20 percent.” ID operates a manufacturing plant that can produce 66,000 devices per year, but it normally produces 60,000. The costs to produce 60,000 devices follow:
Total Cost | Cost per Device |
|||||||
Production costs: | ||||||||
Materials | $ | 4,500,000 | $ | 75 | ||||
Labor | 9,000,000 | 150 | ||||||
Supplies and other costs that will vary with production | 2,700,000 | 45 | ||||||
Indirect cost that will not vary with production | 2,700,000 | 45 | ||||||
Variable marketing costs | 1,800,000 | 30 | ||||||
Administrative costs (will not vary with production) | 5,400,000 | 90 | ||||||
Totals | $ | 26,100,000 | $ | 435 | ||||
Based on these data, company management expects to receive $522 (= $435 × 120 percent) per monitor for those sold on this contract. After completing 500 monitors, the company sent a bill (invoice) to the government for $261,000 (= 500 monitors × $522 per monitor).
The president of the company received a call from a state auditor, who stated that the per monitor cost should be:
Materials | $ | 75 | |
Labor | 150 | ||
Supplies and other costs that will vary with production | 45 | ||
$ | 270 | ||
Therefore, the price per monitor should be $324 (= $270 × 120 percent). The state government ignored marketing costs because the contract bypassed the usual selling channels.
Required:
For each of the four situations, calculate the cost basis per device based on the information shown above. (Round intermediate calculations and final answers to 2 decimal places.)
Options:
Answer is given below with working notes
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