Answer:
Decker Company
1. The carrying value of inventory with LCNRV applied to individual products = $95,384
2. The carrying value of inventory with LCNRV applied to the entire inventory = $102,200
3. There is no write-down since the total cost is chosen as the LCNRV in requirement 2.
Explanation:
a) Data and Calculations:
December 31, 2021 Inventory:
Product Quantity Unit Cost Unit Selling
Price
A 1,000 $ 25 $ 32
B 1,200 31 36
C 1,000 2 6
D 600 5 4
E 1,000 35 32
Product Quantity Unit Cost Unit Selling Net Realizable LCNRV Total
Price Value
A 1,000 $ 25 $ 32 $29 $25 $25,000
B 1,200 31 36 33 31 37,200
C 1,000 2 6 5.45 2 2,000
D 600 5 4 3.64 3.64 2,184
E 1,000 35 32 29 29 29,000
Carrying value of inventory $95,384
Total cost = (1,000 * $25) + (1,200 * $31) + (1,000 * $2) + (600 * $5) + (1,000 * $35)
= ($25,000) + ($37,200) + ($2,000) + ($3,000) + ($35,000)
= $102,200
Total selling price = (1,000 * $32) + (1,200 * $36) + (1,000 * $6) + (600 * $4) + (1,000 * $32)
= ($32,000) + ($43,200) + ($6,000) + ($2,400) + ($32,000)
= $115,600
= $105,091 ($115,600/1.1)
LCNRV = $102,200
1. The carrying value of inventory on December 31, 2021, is $95,384 for individual products.
2. The carrying value of inventory on December 31, 2021, is $102,200 for the entire inventory.
3. There would be no recording entry.
The carrying value of inventory would be computed as follows in the given table.
Hence, the total carrying value of inventory for the individual product from the table would be:
[tex]25000+37200+2000+2184+29000\\=95,384[/tex]
Now, computation of carrying value of inventory for the entire inventory would be:
[tex](1,000 * 25) + (1,200 * 31) + (1,000 * 2) + (600 * 5) + (1,000 * 35)\\=102,200[/tex]
Hence, the lower of cost and net realizable value or LCNRV is $102,200 for the entire product and $95,384 for individual inventory.
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