The procurement manager from a large merchandising firm has called your vice president for production to get a price quote for an additional 300 units of a given product. The vice president has asked you to prepare a cost estimate. The number of hours required to produce a unit is 4. The average labor rate is $16 per hour. The materials cost $22 per unit. Overhead for an additional 300 units is estimated at 40% of the direct labor cost. If the company wants to have a 30% profit margin, what should be the total price to quote?
A. $54,877 |
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B. $71,890 |
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C. $50,830 |
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D. None of these |
Solution :
In base of the following information, we need to calculate the
price of 300 units:
Quantity = 300 units
Number of hours required to produce a unit = 4 hours
Average labor rate = $16 per hour.
Materials cost = $22 per unit.
Thus, to produce 300 units of a given product = ($64 +$22)×300 =
300 × 86 = $25,800
Overhead cost of 300 units = 40% of (64x300) = 0.40 × 19,200 =
$7680
Thus, total cost for 300 units = $25,800 x $7680 = $33,480
Total price of the quote = $33,480 + 30% of $33,480
Total price of the quote = $33,480 + $10,044 =
$43,524
D.None of the above
Thus, Option D is correct Option.
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