- 14 - use of the LIFO method generally results in lower taxes because ending inventory will be lower, and therefore COGS will be higher. Amity Leather Prods. Co. v. Commissioner, 82 T.C. 726, 731 (1984). “The theory behind LIFO is that income may be more accurately determined by matching current costs against current revenues, thereby eliminating from earnings any artificial profits resulting from inflationary increases in inventory costs.” Id. at 732. In computing LIFO inventory values, two basic approaches are used: The specific-goods method and the dollar-value method. Hamilton Indus., Inc. & Sub. v. Commissioner, supra at 130; see secs. 1.472-2, 1.472-8, Income Tax Regs. We have previously compared the specific-goods LIFO method with the dollar-value LIFO method: Under the specific-goods method, the physical quantity of homogeneous items of inventory at the end of the taxable year is compared with the quantity of like items in the beginning inventory to determine whether there has been an increase or decrease during the year. Because the specific-goods method requires the matching of physical units, practically speaking, it is only used as a method for valuing inventories in those industries with inventories which contain a limited number of items with quantities that are easily measured in units. In contrast to the specific-goods method, the dollar-value method measures increases or decreases in inventory quantities, not in terms of physical units, but in terms of total dollars. Thus, to determine whether there has been an increase or decrease in the inventory during the year, the ending inventory is valued in terms of total dollars that are equivalent in value to the dollars used to value the beginning inventory. Because it is not predicated upon the matching of specific items, use of the dollar-value method permits the application of the LIFO principle in those industries with complex inventories containing a vast number of items. * * *Page: Previous 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 Next
Last modified: May 25, 2011