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Athens Corporation adopted the dollar-value LIFO method of inventory valuation on December 31, Year 1. Its inventory at that date was $100,000 and the relevant price index was 100. Information regarding inventory for subsequent years is as follows:
Date Inventory at Current Price Price Index
December 31, Year 2 $128,400 107
December 31, Year 3 145,000 125
December 31, Year 4 169,000 130
What is the cost of the ending inventory at December 31, Year 3, under dollar-value LIFO?
a. $145,000
b. $117,120
c. $116,000
d. $117,400
The answer is “b”. The explanation use price index 107 for both year 2 and year 3. Bellow is my calculation, please point out where I did wrong.
Date At base year cost At current year cost At dollar-value LIFO
January 1, Year 2 $100,000 $100,000 $100,000
Year 2 layer 20,000 (120,000-100,000) 21,400 (20,000*1.07)
December 31, Year 2 120,000 (128,400/1.07) 128,400 121,400
Year 3 layer -4,000 (116,000-120,000) -5000 (4,000*1.25)
December 31, Year 3 116,000 (145,000/1.25) 145,000 116,400
Maybe the negative layer cause a calculation difference? Can anyone explain where I am wrong and how to calculate when the layer is negative?
AUD-74,75 11/2014
REG-80 04/2015
FAR-74, 91 11/2015
BEC-79 08/2015
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