On January 1, 2021, Avondale Lumber adopted the dollar-value
LIFO inventory method. The inventory value for its one inventory
pool on this date was $290,000. An internally generated cost index
is used to convert ending inventory to base year. Year-end
inventories at year-end costs and cost indexes for its one
inventory pool were as follows:
Year Ended | Inventory | Cost Index | |||
December 31 | Year-End Costs | (Relative to Base Year) | |||
2021 | $ | 372,300 | 1.02 | ||
2022 | 383,720 | 1.06 | |||
2023 | 435,490 | 1.07 | |||
2024 | 466,950 | 1.10 | |||
Required:
Calculate inventory amounts at the end of each year. (Round
intermediate calculations and final answers to the nearest whole
dollars.)
Solution:
Date | Inventory at end of year prices | Price index (Percentage) | Inventory at base year prices | Change from Prior Years |
01-Jan-21 | $2,90,000 | 1.00 | $2,90,000 | $0 |
31-Dec-21 | $3,72,300 | 1.02 | $3,65,000 | $75,000 |
31-Dec-22 | $3,83,720 | 1.06 | $3,62,000 | -$3,000 |
31-Dec-23 | $4,35,490 | 1.07 | $4,07,000 | $45,000 |
31-Dec-24 | $4,66,950 | 1.10 | $4,24,500 | $17,500 |
Computation of dollar value inventory - LIFO | |
Particulars | Amount |
December 31, 2021: | |
$290000*1 | $2,90,000 |
$75000*1.02 | $76,500 |
Inventory at Dec 31, 2021 | $3,66,500 |
December 31, 2022: | |
$290000*1 | $2,90,000 |
($75000- $3000)*1.02 | $73,440 |
Inventory at Dec 31, 2022 | $3,63,440 |
December 31, 2023: | |
$290000*1 | $2,90,000 |
($75000- $3000)*1.02 | $73,440 |
$45000*1.07 | $48,150 |
Inventory at Dec 31, 2023 | $4,11,590 |
December 31, 2024: | |
$290000*1 | $2,90,000 |
($75000- $3000)*1.02 | $73,440 |
$45000*1.07 | $48,150 |
$17500*1.10 | $19,250 |
Inventory at Dec 31, 2024 | $4,30,840 |
On January 1, 2021, Avondale Lumber adopted the dollar-value LIFO inventory method. The inventory value for...
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