Using the information for Headley Company from the previous problem, now assume there are no market constraints for either product, leaving the 250,000 labor hours as the only constraint and that Headley will make optimal use of its labor. In early November, Headley was invited to bid on a contract to provide 2,000 units of Product B. What is the minimum bid Headley would have to submit in order to breakeven on the contract?
Product A Product B |
Per Unit Information: |
Selling Price/unit $1,000 $ 500 |
Direct Material Cost/unit $ 300 $ 200 |
Direct Labor Cost (hours)/unit $ 200 (20 hrs) $ 100 (10 hrs) |
Variable MO/unit ($4.00/hr) $ 80 $ 40 |
Delivery Cost/unit $ 100 $ 25 |
Fixed MO/unit ($2.00/hr) $ 40 $ 20 |
Fixed Sell & Admin $ 10 $ 5 |
Budgeted Sales Units 5,000 units 15,000 units |
Other Information:
Use the information above to answer the next two questions.
Toward the end of the year it appears that the sales budget will be met. Thus, it appears the sales volume is going to be 5,000 units of Product A and 15,000 units of Product B. In early November, Headley was invited to bid on a contract to provide 2,000 units of Product B. What is the minimum bid Headley would have to submit in order to breakeven on the contract?
Group of answer choices
$1,000,000
$1,640,000
$1,050,000
$1,320,000
Total hours required for existing units:
Product A 5000*20 hours | 100,000 |
Product B 15000*10 | 150,000 |
Total hours | 250,000 |
Maximum available hours => 250,000
Hence we do not have extra Labor capacity. Thus we should sell the existing units of product B.
So we need to reover the variable costs as well as the fixed costs and then the profit margin. This will make the selling price. Thus the minimum bid shall be for 2000*500 =$ 100,000
Hence Option A is correct
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