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Base-Year Cost Current-Year Cost Item Quantities in Ending Inventories Unit Cost Amount Unit Cost Amount December 31, 2019 A 9,700 $ 2.00 $ 19,400 $
Base-Year Cost | Current-Year Cost | |||||||||
Item | Quantities in Ending Inventories | Unit Cost | Amount | Unit Cost | Amount | |||||
December 31, 2019 | ||||||||||
A | 9,700 | $ 2.00 | $ 19,400 | $ 2.20 | $ 21,340 | |||||
B | 6,700 | 3.00 | 20,100 | 3.55 | 23,785 | |||||
C | 4,700 | 5.00 | 23,500 | 5.40 | 25,380 | |||||
Totals | $ 63,000 | $ 70,505 | ||||||||
December 31, 2020 | ||||||||||
A | 9,700 | $ 2.00 | $ 19,400 | $ 2.60 | $ 25,220 | |||||
B | 7,500 | 3.00 | 22,500 | 3.75 | 28,125 | |||||
C | 6,700 | 5.00 | 33,500 | 6.40 | 42,880 | |||||
Totals | $ 75,400 | $ 96,225 | ||||||||
December 31, 2021 | ||||||||||
A | 8,700 | $ 2.00 | $ 17,400 | $ 2.70 | $ 23,490 | |||||
B | 8,700 | 3.00 | 26,100 | 4.00 | 34,800 | |||||
C | 6,700 | 5.00 | 33,500 | 6.20 | 41,540 | |||||
Totals | $ 77,000 | $ 99,830 |
Compute indexes. (Round price index to 2 decimal places, e.g. 1.62.)
1.
2019 | 2020 | 2021 | ||||
Index |
2. Compute the ending inventories under the dollar-value LIFO method for 2019, 2020, and 2021. The base period is January 1, 2019, and the beginning inventory cost at that date was $ 43,200. (Round answers to 0 decimal places, e.g. 5,620.)
2019 | 2020 | 2021 | ||||
Ending Inventories | $ | $ | $ |
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