In: Accounting
Spratley Ltd is a builders’ merchant. On 1 September the business had, as part of its inventories, 20 tonnes of sand at a cost of £18 per tonne and, therefore, at a total cost of £360. During the first week in September, the business bought the following amounts of sand:
Tonnes | Cost per tonne £ |
|
---|---|---|
2 September | 48 | 20 |
4 September | 15 | 24 |
6 September | 10 | 25 |
On 7 September the business sold 60 tonnes of sand to a local builder.
Required:
Calculate the cost of goods sold and of the remaining inventories using the following costing methods:
first in, first out
last in, first out
weighted average cost.
FIFO METHOD |
||||||||||
Date |
Particulars |
Receipts |
Issues |
Balance |
||||||
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
||
Sept 1 |
Opening Inventory |
- |
- |
- |
- |
- |
- |
20 |
18 |
360 |
Sept 2 |
Purchased |
48 |
20 |
960 |
- |
- |
- |
20 48 |
18 20 |
360 960 |
Sept 4 |
Purchased |
15 |
24 |
360 |
- |
- |
- |
20 48 15 |
18 20 24 |
360 960 360 |
Sept 6 |
Purchased |
10 |
25 |
250 |
- |
- |
- |
20 48 15 10 |
18 20 24 25 |
360 960 360 250 |
Sept 7 |
Sales |
- |
- |
- |
20 40 |
18 20 |
360 800 |
8 15 10 |
20 24 25 |
160 360 250 |
Thus, the Cost of Goods sold = (20 tonnes x £18) + (40 tonnes x £20) = £1,160
And, Value of Closing Inventory = (8 tonnes x £20) + (15 tonnes x £24) + (10 tonnes x £25) = £770
LIFO METHOD |
||||||||||
Date |
Particulars |
Receipts |
Issues |
Balance |
||||||
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
||
Sept 1 |
Opening Inventory |
- |
- |
- |
- |
- |
- |
20 |
18 |
360 |
Sept 2 |
Purchased |
48 |
20 |
960 |
- |
- |
- |
20 48 |
18 20 |
360 960 |
Sept 4 |
Purchased |
15 |
24 |
360 |
- |
- |
- |
20 48 15 |
18 20 24 |
360 960 360 |
Sept 6 |
Purchased |
10 |
25 |
250 |
- |
- |
- |
20 48 15 10 |
18 20 24 25 |
360 960 360 250 |
Sept 7 |
Sales |
- |
- |
- |
10 15 35 |
25 24 20 |
250 360 700 |
20 13 |
18 20 |
360 260 |
Thus, the Cost of Goods sold = (10 tonnes x £25) + (15 tonnes x £24) + (35 tonnes x £20) = £1,310
And, Value of Closing Inventory = (20 tonnes x £18) + (13 tonnes x £20) = £620
WEIGHTED AVERAGE COST METHOD |
||||||||||
Date |
Particulars |
Receipts |
Issues |
Balance |
||||||
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
Units (Tonne) |
Rate (£) |
Amt. (£) |
||
Sept 1 |
Opening Inventory |
- |
- |
- |
- |
- |
- |
20 |
18 |
360 |
Sept 2 |
Purchased |
48 |
20 |
960 |
- |
- |
- |
68 |
19.41 |
1,320 |
Sept 4 |
Purchased |
15 |
24 |
360 |
- |
- |
- |
83 |
20.24 |
1,680 |
Sept 6 |
Purchased |
10 |
25 |
250 |
- |
- |
- |
93 |
20.75 |
1,930 |
Sept 7 |
Sales |
- |
- |
- |
60 |
20.75 |
1,245 |
33 |
20.75 |
685 |
Note:
Weighted Average Cost of Sand as on Sept 2 = [(20 tonnes x £18) + (48 tonnes x £20)]/68 tonnes
= £19.41 per tonne
WAC of sand is calculated in a similar way for other days as well, that is, Sept 4 and Sept 6
Thus, the Cost of Goods sold = 60 tonnes x £20.75 = £1,245
And, Value of Closing Inventory = 33 tonnes x £20.75 = £685