Riverbed Company is a multi product firm. Presented below is
information concerning one of its products, the Hawkeye.
Date |
Transaction |
Quantity |
Price/Cost |
|||
1/1 | Beginning inventory | 3,200 | $18 | |||
2/4 | Purchase | 4,200 | 27 | |||
2/20 | Sale | 4,700 | 46 | |||
4/2 | Purchase | 5,200 | 35 | |||
11/4 | Sale | 4,400 | 50 |
1.
Compute cost of goods sold, assuming Riverbed uses: (Round average cost per unit to 4 decimal places, e.g. 2.7631 and final answers to 0 decimal places, e.g. 6,548.)
Cost of goods sold | ||||
(a) | Periodic system, FIFO cost flow | $
|
||
(b) | Perpetual system, FIFO cost flow | $
|
||
(c) | Periodic system, LIFO cost flow | $
|
||
(d) | Perpetual system, LIFO cost flow | $
|
||
(e) | Periodic system, weighted-average cost flow | $
|
||
(f) | Perpetual system, moving-average cost flow | $
|
Please show all work.
ANSWER
Cost of goods available for sale = (3200 * $18) + (4200*$27) + (5200*$35) = $353,000
Total quantity available for sale = 3200 + 4200 +5200 = 12600
Average cost per unit = Cost of goods available for sale / Nos of units available for sale
= $353,000 / 12600 = $28.02 per unit
Solution a:
Cost of goods available for sale = (3200 * $18) + (4200*$27) + (5200*$35) = $353,000
Quantity in ending inventory = 3200 + 4200 +5200 - 4700 - 4400 = 3500
In FIFO ending inventory will consist of purchase from 4/2
Hence value of ending inventory = 3500 * $35 = $122,500
Cost of goods sold = Cost of goods available for sale - Value of ending inventory
= $353,000 - $122,500 = $230,500
Solution b:
Computation of ending inventory COGS under FIFO | ||||||||||||
Date | Beginning Inventory | Purchase | Cost of Goods Sold | Ending Inventory | ||||||||
Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | |
1/1 | 3200 | $18.00 | $57,600.00 | 0 | $0.00 | $0.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 |
2/4 | 3200 | $18.00 | $57,600.00 | 4200 | $27.00 | $113,400.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 |
4200 | $27.00 | $113,400.00 | ||||||||||
2/20 | 3200 | $18.00 | $57,600.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 | 2700 | $27.00 | $72,900.00 |
4200 | $27.00 | $113,400.00 | 1500 | $27.00 | $40,500.00 | |||||||
4/2 | 2700 | $27.00 | $72,900.00 | 5200 | $35.00 | $182,000.00 | 0 | $0.00 | $0.00 | 2700 | $27.00 | $72,900.00 |
5200 | $35.00 | $182,000.00 | ||||||||||
11/4 | 2700 | $27.00 | $72,900.00 | 0 | $0.00 | $0.00 | 2700 | $27.00 | $72,900.00 | 3500 | $35.00 | $122,500.00 |
5200 | $35.00 | $182,000.00 | 1700 | $35.00 | $59,500.00 | |||||||
Total | $230,500.00 | $122,500.00 |
Solution c:
Under LIFO ending inventory will consist of 3200 units from begining inventory and 300 units from 2/4 purchase
Cost of ending inventory = (3200*$18) + (300*$27) = $65,700
Cost of goods sold = $353,000 - $65,700 = $287,300
Solution d:
Computation of ending inventory COGS under LIFO | ||||||||||||
Date | Beginning Inventory | Purchase | Cost of Goods Sold | Ending Inventory | ||||||||
Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | |
1/1 | 3200 | $18.00 | $57,600.00 | 0 | $0.00 | $0.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 |
2/4 | 3200 | $18.00 | $57,600.00 | 4200 | $27.00 | $113,400.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 |
4200 | $27.00 | $113,400.00 | ||||||||||
2/20 | 3200 | $18.00 | $57,600.00 | 0 | $0.00 | $0.00 | 4200 | $27.00 | $113,400.00 | 2700 | $18.00 | $48,600.00 |
4200 | $27.00 | $113,400.00 | 500 | $18.00 | $9,000.00 | |||||||
4/2 | 2700 | $18.00 | $48,600.00 | 5200 | $35.00 | $182,000.00 | 0 | $0.00 | $0.00 | 2700 | $18.00 | $48,600.00 |
5200 | $35.00 | $182,000.00 | ||||||||||
11/4 | 2700 | $18.00 | $48,600.00 | 0 | $0.00 | $0.00 | 4400 | $35.00 | $154,000.00 | 2700 | $18.00 | $48,600.00 |
5200 | $35.00 | $182,000.00 | 800 | $35.00 | $28,000.00 | |||||||
Total | $276,400.00 | $76,600.00 |
Solution e:
Weighted average cost per unit = Cost of goods available for sale / Nos of units avaiable for sale
= $353,000 / 12600 = $28.02 per unit
Cost of ending inventory using Weighted average = 3500 * $28.02 = $98,056
Cost of goods sold =$353,000 - $98,056 = $254,944
Solution f:
Computation of ending inventory COGS under Weighted Average Cost | ||||||||||||
Date | Opening Stock | Receiving | Issue | Closing Stock | ||||||||
Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | Qty | Rate | Amount | |
1/1 | 3200 | $18.00 | $57,600.00 | 0 | $0.00 | $0.00 | 0 | $0.00 | $0.00 | 3200 | $18.00 | $57,600.00 |
2/4 | 3200 | $18.00 | $57,600.00 | 4200 | $27.00 | $113,400.00 | 0 | $0.00 | $0 | 7400 | $23.11 | $171,000 |
2/20 | 7400 | $23.11 | $171,000 | 0 | $0.00 | $0 | 4700 | $23.11 | $108,608 | 2700 | $23.11 | $62,392 |
4/2 | 2700 | $23.11 | $62,392 | 5200 | $35.00 | $182,000 | 0 | $0.00 | $0 | 7900 | $30.94 | $244,392 |
11/4 | 7900 | $30.94 | $244,392 | 0 | $0.00 | $0 | 4400 | $30.94 | $136,117 | 3500 | $30.94 | $108,275 |
Total | $244,725 | $108,275 |
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