Having some trouble. Please explain the answer. Thanks.
Altira Corporation provides the following information related to its merchandise inventory during the month of August 2021:
Aug.1 | Inventory on hand—3,600 units; cost $7.70 each. |
8 | Purchased 18,000 units for $7.10 each. |
14 | Sold 14,400 units for $13.60 each. |
18 | Purchased 10,800 units for $6.60 each. |
25 | Sold 13,400 units for $12.60 each. |
28 | Purchased 5,600 units for $5.80 each. |
31 | Inventory on hand—10,200 units. |
2. Using calculations based on a perpetual 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 the Average cost method. (Round "Average Cost per Unit" to 2 decimal places.)
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Altira Corporation | |||||||||||||
Perpetual Inventory System | |||||||||||||
Inventory sheet - Average weighted cost | |||||||||||||
Inv on hand | Cost of goods sold | Inventory Balance | |||||||||||
Date | # of units | Cost per unit | Inv Value | # of units | Avg Cost per unit | COGS | # of units | Cost per unit | Ending Inv | Calculation | |||
Beginning Inventory | 3,600 | $ 7.70 | 27,720.00 | 3,600 | $ 7.70 | 27,720.00 | |||||||
Purchase - August 8 | 18,000 | $ 7.10 | 127,800.00 | 18,000 | $ 7.10 | 127,800.00 | |||||||
Totals | 21,600 | $ 7.20 | 155,520.00 | =155,520/21,600=7.20 per unit | |||||||||
Sale - August 14 | 14,400 | $ 7.20 | 103,680.00 | 7,200 | $ 7.20 | 51,840.00 | |||||||
Purchase - August 18 | 10,800 | $ 6.60 | 71,280.00 | 10,800 | $ 6.60 | 71,280.00 | |||||||
Totals | 18,000 | $ 6.84 | 123,120.00 | =123,120/18,000=6.84 per unit | |||||||||
Sale - August 25 | 13,400 | $ 6.84 | 91,656.00 | 4,600 | $ 6.84 | 31,464.00 | |||||||
Purchase - August 28 | 5,600 | $ 5.80 | 32,480.00 | 5,600 | $ 5.80 | 32,480.00 | |||||||
Totals | 38,000 | 259,280.00 | 27,800 | 195,336.00 | 10,200 | $ 6.27 | 63,944.00 | =63,944/10,200=6.27 per unit |
Explanations |
Average cost per unit is calculated as Cost of goods available for sale divided by Number of units available for sale |
So, after purchase of Aug 8, Number of units available for sale = Beg. Inv. + Purchases = 3,600+18,000 = 21,600 units |
Cost of goods available for sale = Beg. Inv. + Purchases = 27,720+127,800 = $155,520 |
Then, Average cost per unit will be $155,520 / 21,600 units = $7.20 per unit |
Sale - August 14 |
The Sale on August 14 of 14,400 units will then be valued at average cost of $7.20 per unit to get $103,680 |
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