In: Accounting
Use the following to answer questions 20-22
Amy Co. has the following data related to an item of inventory: Inventory, May 1 40 units @ $100 Purchase, May 7 70 units @ $80 Purchase, May 16 170 units @ $60 Ending Inventory 10 units
20. The value assigned to ending inventory if Amy uses LIFO is
21. The value assigned to cost of goods sold if Amy uses FIFO is
22. The value assigned to ending inventory if Amy uses weighted average is (round)
Bond Company adopted the dollar-value LIFO inventory method on January 1, 2019. In applying the LIFO method, Bond uses internal cost indexes and the multiple-pools approach. Its inventory at that date was $300,000 and the relevant price index was 100. The following data were available for Inventory Pool No. 3 for the three years following the adoption of LIFO: Inventory at Current Date Current Prices Price Index December 31, 2019 $345,600 108 December 31, 2020 362,500 125 December 31, 2021 420,000 120
23. What is the cost of the ending inventory at December 31, 2019 under dollar-value LIFO?
24. What is the cost of the ending inventory at December 31, 2020 under dollar-value LIFO?
25. What is the cost of the ending inventory at December 31, 2021 under dollar-value LIFO?
Under Last In, First Out (LIFO) method the last costs inventoried are the first costs transferred to cost of goods sold. Ending inventory therefore, includes the oldest costs
Under First In, First Out (FIFO) method the first costs inventoried are the first costs transferred to cost of goods sold. Ending inventory includes the most recently incurred costs
Under Weighted average method, at the end of the period, the average cost of each item in the inventory would be weighted average of the costs of all item in the inventory. This method is particularly suitable for homogeneous products and a periodic inventory system
Cost of Goods sold = Total cost of goods available for sale - Ending Inventory
Total cost of goods available for sale = Beginning inventory + purchases during period
20. The value assigned to ending inventory if Amy uses LIFO is = $ 1,000
LIFO Method | Ending | Inventory | |||||
Date | Description | Units | Cost/Unit | value | Units | Cost/Unit | value |
May 1 | Beginning Inventory | 40 | 100 | 4,000 | 10 | 100 | 1,000 |
May 7 | Purchase | 70 | 80 | 5,600 | - | ||
May 16 | Purchase | 170 | 60 | 10,200 | - | ||
May 31 | Total Goods available for sales | 280 | 19,800 | 10 | 1,000 | ||
Less : Ending Inventory | (10) | (1,000) | |||||
Cost of Goods sold | 270 | 18,800 |
21. The value assigned to cost of goods sold if Amy uses FIFO is = $ 19,200
FIFO Method | Ending | Inventory | |||||
Date | Description | Units | Cost/Unit | value | Units | Cost/Unit | value |
May 1 | Beginning Inventory | 40 | 100 | 4,000 | - | - | - |
May 7 | Purchase | 70 | 80 | 5,600 | - | ||
May 16 | Purchase | 170 | 60 | 10,200 | 10 | 60 | 600 |
May 31 | Total Goods available for sales | 280 | 19,800 | 10 | 600 | ||
Less : Ending Inventory | (10) | (600) | |||||
Cost of Goods sold | 270 | 19,200 |
22. The value assigned to ending inventory if Amy uses weighted average is (round) = $ 707
The weighted average rate is determined by dividing the total cost of inventory available for sales by total units of inventory available for sales
Weighted Average | ||||
Date | Description | Units | Cost/Unit | value |
May 1 | Beginning Inventory | 40 | 100 | 4,000 |
May 7 | Purchase | 70 | 80 | 5,600 |
May 16 | Purchase | 170 | 60 | 10,200 |
May 31 | Total Goods available for sales | 280 | 70.71 | 19,800 |
Less : Ending Inventory | (10) | 70.71 | (707) | |
Cost of Goods sold | 270 | 19,093 |
.
Dollar-value LIFO uses this approach with all inventory figures in dollar amounts, rather than in inventory units. When converting from LIFO inventory to dollar-value- LIFO, a price index will be used to adjust the inventory value
Price Index = Ending inventory at current year cost / Ending inventory at base year cost
Ending inventory at base year cost = Ending inventory at current year cost / Price Index
(A) | (B) | (A / B) *100 |
At current year cost | Price Index | At base year cost |
300,000 | 100 | 300,000 |
345,600 | 108 | 320,000 |
362,500 | 125 | 290,000 |
420,000 | 120 | 350,000 |
Each year layer is difference between ending inventory and begining inventroy
Date | At base year cost | At current year cost | Dollor value LIFO |
Jan 01, 2019 | 300,000 | 300,000 | 300,000 |
Year 1 layer | 20,000 | 45,600 | 21,600 |
Dec 31, 2019 | 320,000 | 345,600 | 321,600 |
Year 2 layer | (30,000) | 16,900 | (37,500) |
Dec 31, 2020 | 290,000 | 362,500 | 284,100 |
Year 3 layer | 60,000 | 57,500 | 72,000 |
Dec 31, 2021 | 350,000 | 420,000 | 356,100 |
Dollar value Layer for year 1 is calculated as = Year 1 base year cost * 1.08 = 20,000 *1.08 = $ 21,600
Dollar value Layer for year 2 is calculated as = Year 2 base year cost * 1.25 = (30,000) *1.25 = $ (37,500)
Dollar value Layer for year 3 is calculated as = Year 3 base year cost * 1.20 = 60,000 *1.20 = $ 72,000
23. What is the cost of the ending inventory at December 31, 2019 under dollar-value LIFO = $ 321,600
24. What is the cost of the ending inventory at December 31, 2020 under dollar-value LIFO = $ 284,100
25. What is the cost of the ending inventory at December 31, 2021 under dollar-value LIFO = $ 356,100