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If you are preparing financial accounts you would normally expect to use FIFO or AVCO for the valuation
of inventory. IAS 2
Inventories does not permit the use of LIFO (para. IN13). Furthermore, you should
note that terms such as AVCO and FIFO refer to pricing techniques only. The actual components can be
used in any order.
To illustrate FIFO and AVCO, the following transactions will be used in each case.
TRANSACTIONS DURING MAY 20X7
Market value per unit on
Quantity
Unit cost
Total cost
date of transactions
Units
$
$
$
Opening balance 1 May
100
2.00
200
Receipts 3 May
400
2.10
840
2.11
Issues 4 May
200
2.11
Receipts 9 May
300
2.12
636
2.15
Issues 11 May
400
2.20
Receipts 18 May
100
2.40
240
2.35
Issues 20 May
100
2.35
Closing balance 31 May
200
2.38
1,916
Receipts mean goods are received into store and issues represent the issue of goods from store. The
problem is to put a valuation on the following.
(a)
The issues of materials
(b)
The closing inventory
How would issues and closing inventory be valued using FIFO and AVCO?
4.4 FIFO
FIFO assumes that materials are issued out of inventory in the order in which they were delivered into
inventory, ie issues are priced at the cost of the earliest delivery remaining in inventory.
The cost of issues and closing inventory value in the example, using FIFO, would be as follows.
Date of issue
Quantity
Value issued
Cost of issues
Units
$
$
4 May
200
100 OI* at $2
200
100 at $2.10
210
410
11 May
400
300 at $2.10
630
100 at $2.12
212
842
20 May
100
100 at $2.12
212
1,464
Closing inventory value
200
100 at $2.12
212
100 at $2.40
240
452
1,916
* OI = opening inventory
Note that the cost of materials issued plus the value of closing inventory equals the cost of purchases
plus the value of opening inventory ($1,916).
4.5 AVCO
There are various ways in which average costs may be used in pricing inventory issues. The most
common (cumulative or continuous weighted average pricing) is illustrated below.
The cumulative or continuous weighted average costing method calculates a weighted average cost for
all units in inventory. Issues are priced at this average cost, and the balance of inventory remaining
would have the same unit valuation.
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120
A new weighted average cost is calculated whenever a new delivery of materials into store is received.
This is the key feature of cumulative weighted average costing.
In our example, issue costs and closing inventory values would be as follows.
Total inventory
Date
Received Issued
Balance
value
Unit cost Cost of issue
Units
Units
Units
$
$
$
Opening inventory
100
200
2.00
3 May
400
840
2.10
500
1,040
2.08 *
4 May
200
(416)
2.08 **
416
300
624
2.08
9 May
300
636
2.12
600
1,260
2.10 *
11 May
400
(840)
2.10 **
840
200
420
2.10
18 May
100
240
2.40
300
660
2.20 *
20 May
100
(220)
2.20 **
220
1,476
Closing inventory
value
200
440
2.20
440
1,916
* A new unit cost of inventory is calculated whenever a new receipt of materials occurs.
** Whenever inventories are issued, the unit value of the items issued is the current weighted average
cost per unit at the time of the issue.
For this method too, the cost of materials issued plus the value of closing inventory equals the cost of
purchases plus the value of opening inventory ($1,916).
The periodic weighted average costing method is similar to the continuous weighted average costing
method; however, the unit price is calculated at the end of the period.
This is a simpler approach; however, it means that values are not known until the end of the period.
In our example above in Section 4.3, the weighted average cost under the periodic method for May is:
= Total cost/(Opening quantity + Total quantity received)
= 1,916/(100 + 400 + 300 + 100)
= $2.13 per unit
This gives a valuation of 200 $2.13 = $426.00
4.6 Inventory valuations and profit
In the previous descriptions of FIFO and AVCO the example used raw materials as an illustration. Each
method of valuation produced different costs both of closing inventories and also of material issues.
Since raw material costs affect the cost of production, and the cost of production works through
eventually into the cost of sales, it follows that different methods of inventory valuation will provide
different profit figures. An example may help to illustrate this point.
4.7 Example: inventory valuations and profit
On 1 November 20X2 a company held 300 units of finished goods item No 9639 in inventory. These
were valued at $12 each. During November 20X2 three batches of finished goods were received into
store from the production department, as follows.
Date
Units received
Production cost per unit
10 November
400
$12.50
20 November
400
$14
25 November
400
$15
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Goods sold out of inventory during November were as follows.
Date
Units sold
Sale price per unit
14 November
500
$20
21 November
500
$20
28 November
100
$20
Required
What was the profit from selling inventory item 9639 in November 20X2, applying the following
principles of inventory valuation?
(a) FIFO
(b)
AVCO (using cumulative weighted average costing)
Note. Ignore administration, sales and distribution costs.
Solution
(a)
FIFO
Issue cost
Closing
total
inventory
$
$
Date
Issue costs
14 November
300 units × $12 plus
200 units × $12.50
6,100
21 November
200 units × $12.50 plus
300 units × $14
6,700
28 November
100 units × $14
1,400
Closing inventory
400 units × $15
6,000
14,200
6,000
(b)
AVCO (cumulative weighted average cost)
Balance in Total cost
Closing
Unit cost inventory of issues inventory
$
$
$
$
1 November
Opening inventory 300 12.000
3,600
10 November 400
12.500
5,000
700
12.286
8,600
14 November 500
12.286
6,143
6,143
200
12.286
2,457
20 November 400
14.000
5,600
600
13.428
8,057
21 November 500
13.428
6,714
6,714
100
13.428
1,343
25 November 400
15.000
6,000
500
14.686
7,343
28 November 100
14.686
1,469
1,469
30 November 400
14.686
5,874
14,326
5,874
Summary: profit
FIFO
AVCO
$
$
Opening inventory
3,600
3,600
Cost of production
16,600
16,600
20,200
20,200
Closing inventory
6,000
5,874
Cost of sales
14,200
14,326
Sales (1,100 × $20)
22,000
22,000
Profit
7,800
7,674
Different inventory valuations have produced different cost of sales figures, and therefore different profits.
In our example, opening inventory values are the same, therefore the difference in the amount of profit
under each method is the same as the difference in the valuations of closing inventory.
The profit differences are only temporary. In our example, the opening inventory in December 20X2 will
be $6,000 or $5,874, depending on the inventory valuation used. Different opening inventory values
will affect the cost of sales and profits in December, so that in the long run inequalities in cost of sales
each month will even themselves out.
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