Exercise 24-13B Joint product costs assigned LO C3
Pirate
Seafood Company purchases lobsters and processes them into tails and
flakes. It sells the lobster tails for $21 per pound and the flakes for
$14 per pound. On average, 100 pounds of lobster are processed into 52
pounds of tails and 22 pounds of flakes, with 26 pounds of waste. Assume
that the company purchased 2,400 pounds of lobster for $4.50 per pound
and processed the lobsters with an additional labor cost of $1,800. No
materials or labor costs are assigned to the waste. If 1,096 pounds of
tails and 324 pounds of flakes are sold, calculate the allocated cost of the sold items and the allocated cost of the ending inventory. (Round cost per pound answers to 2 decimal places.)
Explanation:
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Lobster cost (2,400 lbs. × $4.50) | $ | 10,800 |
Labor cost | | 1,800 |
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Total cost of processed lobsters | $ | 12,600 |
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Parts | Quantity* | Price | Total |
Lobster tails | 1,248 | lbs. | $ | 21 | $ | 26,208 |
Lobster flakes | 528 | lbs. | | 14 | | 7,392 |
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Total market value | | | | | $ | 33,600 |
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*Quantities are computed as: |
52% × 2,400 lbs. = 1,248 lbs. |
22% × 2,400 lbs. = 528 lbs. |
Allocated cost—value basis of allocation: $12,600 |
Parts | Market Value | % of Total | Allocated Cost | Cost per lb. |
Lobster tails | $ | 26,208 | 78.0 | % | $ | 9,828 | $ | 7.875 |
Lobster flakes | | 7,392 | 22.0 | % | | 2,772 | $ | 5.250 |
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Total | $ | 33,600 | 100.0 | % | $ | 12,600 | | |
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(1)
Parts | Quantity (given) | Cost | Total |
Lobster tails | 1,096 | lbs. | $ | 7.875 | $ | 8,631 |
Lobster flakes | 324 | lbs. | | 5.250 | | 1,701 |
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Total cost of goods sold | | | | | $ | 10,332 |
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(2)
Parts | Quantity | Cost | Total |
Lobster tails | 152 | lbs.* | $ | 7.875 | $ | 1,197 |
Lobster flakes | 204 | lbs.** | | 5.250 | | 1,071 |
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Total inventory cost | | | | | $ | 2,268 |
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* 1,248 lbs.– 1,096 lbs. sold = 152 lbs. |
** 528 lbs. – 324 lbs. sold = 204 lbs. |
Note: Cost of goods sold ($10,332) plus cost of ending inventory ($2,268) equals the total cost of $12,600. |
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how did you get the cost per pound? $7.88
ReplyDelete9828/1248=$7.875
Deletehow did you get the cost per pound? $7.88
ReplyDelete