Altira Corporation provides the following information related to its merchandise inventory during the month of August 2021:
Aug.1 | Inventory on hand—3,800 units; cost $7.10 each. |
8 | Purchased 19,000 units for $7.30 each. |
14 | Sold 15,200 units for $13.80 each. |
18 | Purchased 11,400 units for $7.40 each. |
25 | Sold 14,200 units for $12.80 each. |
28 | Purchased 5,800 units for $5.80 each. |
31 | Inventory on hand—10,600 units. |
Required:
Using calculations based on a periodic inventory system, determine the inventory balance Altira would report in its August 31, 2021, balance sheet and the cost of goods sold it would report in its August 2021 income statement using each of the following cost flow methods.
Answer)
Cost of goods and value of ending inventory using FIFO method, periodic inventory system
Cost of Goods sold
Under FIFO method using periodic inventory system, cost of goods sold is calculated on the assumption that units of inventory which are first bought will be sold first and so on. Thus the cost of goods sold will be from the units of inventory which are first and moving forward.
Date |
Particulars |
Number of units |
Cost per unit (In $) |
Total cost (In $) |
Aug'1 |
Beginning Inventory |
3,800 |
7.10 |
26,980.00 |
Aug'8 |
Purchase |
19,000 |
7.30 |
138,700.00 |
Aug'18 |
Purchase |
6,600 |
7.40 |
48,840.00 |
Total |
29,400 |
214,520 |
Therefore the cost of goods sold using FIFO method, periodic inventory system is $ 214,520
Value of ending inventory
Under FIFO method using periodic inventory system, Value of ending inventory is calculated on the assumption that units of inventory which are first bought will be sold first and so on. Thus value of ending inventory will be from the units of inventory which are Latest bought and moving backwards.
Date |
Particulars |
Number of units |
Cost per unit (In $) |
Total cost (In $) |
Aug'18 |
Purchase |
4,800 |
7.40 |
35,520.00 |
Aug'28 |
Purchase |
5,800 |
5.00 |
29,000.00 |
Total |
10,600 |
64,520 |
Therefore value of ending inventory using FIFO method, periodic inventory system is $ 64,520.
Cost of goods and value of ending inventory using LIFO method, periodic inventory system
Cost of Goods sold
Under LIFO method using periodic inventory system, cost of goods sold is calculated on the assumption that units of inventory which are latest bought will be sold first and so on. Thus the cost of goods sold will be from the units of inventory which are latest and moving backwards.
Date |
Particulars |
Number of units |
Cost per unit (In $) |
Total cost (In $) |
Aug'8 |
Purchase |
12,200 |
7.30 |
89,060.00 |
Aug'18 |
Purchase |
11,400 |
7.40 |
84,360.00 |
Aug'28 |
Purchase |
5,800 |
5.00 |
29,000.00 |
Total |
29,400 |
202,420 |
Therefore the cost of goods sold using LIFO method, periodic inventory system is $ 202,420.
Value of ending inventory
Under LIFO method using periodic inventory system, Value of ending inventory is calculated on the assumption that units of inventory which are latest bought will be sold first and so on. Thus value of ending inventory will be from the units of inventory which are first bought and moving forwards.
Date |
Particulars |
Number of units |
Cost per unit (In $) |
Total cost (In $) |
Aug'1 |
Beginning Inventory |
3,800 |
7.10 |
26,980.00 |
Aug'8 |
Purchase |
6,800 |
7.30 |
49,640.00 |
Total |
10,600 |
76,620 |
Therefore value of ending inventory using LIFO method, periodic inventory system is $ 76,620.
Calculation of cost of goods sold using Average cost inventory method, periodic inventory system
Under average cost inventory method using periodic inventory system, value of ending inventory and cost of goods sold is calculated on the basis of a weighted average cost. Such cost is calculated by dividing the aggregate cost of units in the beginning inventory and cost units purchased during the period by the aggregate number of units in the beginning inventory and units purchased during the period.
Date |
Particulars |
Number of units |
Cost per unit (In $) |
Total cost (In $) |
Aug'1 |
Beginning Inventory |
3,800 |
7.10 |
26,980.00 |
Aug'8 |
Purchase |
19,000 |
7.30 |
138,700.00 |
Aug'18 |
Purchase |
11,400 |
7.40 |
84,360.00 |
Aug'28 |
Purchase |
5,800 |
5.00 |
29,000.00 |
Total |
40,000 |
279,040 |
Weighted Average cost = $ 279,040/ 40,000 units
= $ 6.98 per unit (rounded off)
Cost of goods sold = Number of units sold X weighted average cost per unit
= 29,400 units X $ 6.976 per unit
= $ 205,094
Therefore cost of goods sold under average cost method is $ 205,094
Value of ending inventory = Number of in ending inventory X weighted average cost per unit
= 10,600 units X $ 6.976 per unit
= $ 73,946
Therefore value of ending inventory under average cost method is $ 73,946
Note: although the weighted average cost has been rounded off to two decimal places, but cost of goods sold and ending inventory has been calculated on the basis of rate up to 3 decimal places so that the following equation holds.
Total cost of units in beginning inventory and units purchased during the year = Cost of goods sold + value of ending inventory
$ 279,040 = $ 205,094 + $ 73,946.
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