In: Accounting
Calculate the total Ending Inventory value for 2016, 2017, 2018 and 2019 using dollar-value LIFO. (Show all calculations and the ending inventory amount for each of the years)
Year Current year inventory Index
2016 $50,000 1.00
2017 $72,000 1.20
2018 $117,000 1.30
2019 $119,000 1.40
Explanation :
The method aggregates cost information for large amounts of inventory, so that individual cost layers do not need to be compiled for each item of inventory.
i)Determine any incremental increases in units of inventory in the next reporting period.
ii)Calculate the extended cost of these incremental units at base year prices.
iii)Multiply the extended amount by the conversion price index. This yields the cost of the LIFO layer for the next reporting period.
First, we need to add two new columns to the original information given in the question ;
i)one to show the inventory at base-year-prices and ii)one to show the changes in inventory from prior year.
It is done as follows:
Year | inventory at the end of year prices | price index | inventory at base year prices | change from prior year |
2016 | $50,000 | 1.0 | $50,000 ($50,000÷ 1.0) | $ 0 |
2017 | $72,000 | 1.2 | $60,000 ($72,000÷ 1.2) |
$10,000 ($60,000 - $50,000) |
2018 | $1,17,000 | 1.3 | $90,000 ($1,17,000÷ 1.3) |
$30,000 ($90,000 - $60,000) |
2019 | $1,19,000 | 1.4 | $85,000 ($1,19,000÷ 1.4) |
($5,000) {$85,000 - $90,00} |
Now we can compute dollar value of inventory using LIFO as follows :
Particulars | dollar value of inventory |
Year - 2016 :- | |
$50,000 × 1.0 | $50,000 |
Year 2017 :- | |
$50,000 × 1.0 | $50,000 |
$10,000 × 1.2 | $12,000 |
Total | $62,000 |
Year 2018 :- | |
$50,000 × 1.0 | $50,000 |
$10,000 × 1.2 | $12,000 |
$30,000 × 1.3 | $39,000 |
Total | $1,01,000 |
Year 2019 | |
$50,000 × 1.0 | $50,000 |
$10,000 × 1.2 | $12,000 |
$25,000 × 1.3 | $32,500 |
Total | $94,500 |