Deducting the cost of merchandise sold of $7,600 from the $10,400 of merchandise
available for sale yields $2,800 as the cost of the inventory at December 31. The $2,800
inventory is made up of the earliest costs incurred for this item. Exhibit 8 shows the
relationship of the cost of merchandise sold during the year and the inventory at
December 31.
276 Chapter 6 Inventories
Exhibit 8
Last-In, First-Out Flow
of Costs
100 units
at $12
Purchases
Merchandise
Available
for Sale
Cost of
Merchandise
Sold
Sept. 21
400
units
at
$11
Nov. 18
100
units
at
$12
Mar. 10
300
units
at
$10
Jan. 1
200
units
at
$9
$10,400
4,400
3,000
$ 1,800
1,200
Merchandise
Inventory
$2,000
4,400
1,200
$7,600
$1,800
1,000
$2,800
400 units
at $11
100 units
at $10
200
units
at $10
200 unitsat $9
Average Cost Method
The average cost method is sometimes called the weighted average method. When this
method is used, costs are matched against revenue according to an average of the unit
cost of the goods sold. The same weighted average unit costs are used in determining
the cost of the merchandise inventory at the end of the period. For businesses in which
merchandise sales may be made up of various purchases of identical units, the aver-
age method approximates the physical flow of goods.
The weighted average unit cost is determined by dividing the total cost of the units
of each item available for sale during the period by the related number of units of that
item. Using the same cost data as in the fifo and lifo examples, the average cost of the
1,000 units, $10.40, and the cost of the 700 units, $7,280, are determined as follows:
Average unit cost: $10,4001,000 units $10.40
Cost of merchandise sold: 700 units at $10.40 $7,280
Deducting the cost of merchandise sold of $7,280 from the $10,400 of merchandise
available for sale yields $3,120 as the cost of the inventory at December 31.