In: Accounting
On the basis of the following data, determine the value of the inventory at the lower of cost or market. Assemble the data in the form illustrated in Exhibit 9.
Inventory |
Inventory |
Cost per |
Market Value per Unit |
|
Birch | 18 | $69 | $82 | |
Cypress | 34 | 173 | 172 | |
Mountain Ash | 36 | 217 | 225 | |
Spruce | 21 | 260 | 237 | |
Willow | 22 | 281 | 265 |
Inventory at the Lower of Cost or Market | |||
Inventory Item | Total Cost | Total Market | Total Lower of C or M |
Birch | $ | $ | $ |
Cypress | |||
Mountain Ash | |||
Spruce | |||
Willow | |||
Total | $ | $ | $ |
Periodic Inventory by Three Methods; Cost of Merchandise Sold
The units of an item available for sale during the year were as follows:
Jan. 1 | Inventory | 40 units @ $100 |
Mar. 10 | Purchase | 70 units @ $108 |
Aug. 30 | Purchase | 20 units @ $112 |
Dec. 12 | Purchase | 70 units @ $116 |
There are 80 units of the item in the physical inventory at December 31. The periodic inventory system is used.
Determine the inventory cost and the cost of merchandise sold by three methods. Round interim calculations to one decimal and final answers to the nearest whole dollar.
Cost of Merchandise Inventory and Cost of Merchandise Sold | ||
Inventory Method | Merchandise Inventory | Merchandise Sold |
First-in, first-out (FIFO) | $ | $ |
Last-in, first-out (LIFO) | ||
Weighted average cost |
Question 1:
Inventory item | Inventory Quantity | Cost per unit | Market value per unit | Total cost | Total market value | Lower of C or M |
Birch | 18 | $69 | 82 | $1,242 | $1,476 | $1,242 |
Cypress | 34 | $173 | 172 | $5,882 | $5,848 | $5,848 |
Mountain Ash | 36 | $217 | 225 | $7,812 | $8,100 | $7,812 |
Spruce | 21 | $260 | 237 | $5,460 | $4,977 | $4,977 |
Willow | 22 | $281 | 265 | $6,182 | $5,830 | $5,830 |
Total | 131 | $26,578 | $26,231 | $25,709 |
Question 2:
Closing inventory = Opening inventory + Units purchased - Units sold | ||||
=> Closing inventory = 12 units + 128 units - 105 units | ||||
=> Closing inventory = 35 units | ||||
FIFO | ||||
FIFO - This method assumes the inventory purchased first is sold first | ||||
If FIFO method is used, the 105 units sold would mean 12 units of opening inventory, 45 units of purchases made on Sept 12 and 48 units of purchases made on Sept 19 being sold | ||||
Therefore, the cost of goods sold shall be follows: | ||||
= (12 units @ $110) + (45 units @ $113) + (48 units @ $114) | ||||
=> $11,877 | ||||
Thus, under the FIFO method closing inventory of 35 units would mean 23 units of purchases made on Sept 26 and 12 units of purchases made on Sept 19. | ||||
Hence, closing inventory is valued at $4,013 (23 units @ $115 + 12 units @ $114) | ||||
LIFO | ||||
LIFO - This method assumes the inventory purchased last is sold first | ||||
If LIFO method is used, the 105 units sold would mean 23 units of purchase made on Sept 26, 60 units of purchases made on Sept 19 and 22 units of purchases made on Sept 12 being sold. | ||||
Therefore, the cost of goods sold shall be follows: | ||||
(23 units @ $115) + (60 units @ $114) + (22 units @ $113) | ||||
=> $11,971 | ||||
Thus, under the LIFO method closing inventory of 35 units would mean 12 units of opening inventory and 23 units of purchases made on Sept 12. | ||||
Hence, closing inventory is valued at $3,919 (12 units @ $110 + 23 units @ $113) | ||||
Average Cost | ||||
This method assumes that the cost of inventory is based on the average cost of goods available for sale during the period. | ||||
Average cost of inventory for the given question is calculated below: | ||||
Units | Price | Cost | ||
Beginning inventory | 01-Sep | 12 | $110 | $1,320 |
Purchases | 12-Sep | 45 | $113 | $5,085 |
Purchases | 19-Sep | 60 | $114 | $6,840 |
Purchases | 26-Sep | 23 | $115 | $2,645 |
Total | 140 | $15,890 | ||
Average cost of inventory = $15,890 / 140 units = $113.50 per unit | ||||
Thus, under the Average cost method cost of goods sold = 105 units @ $113.5 per unit = $11,918 | ||||
Closing inventory will be valued at $3,973 (35 units @ $113.5 per unit) | ||||
(a) Ending inventory at Sept 30: | ||||
FIFO | LIFO | Average Cost | ||
$4,013 | $3,919 | $3,973 | ||
(b) Cost of goods sold at Sept 30: | ||||
FIFO | LIFO | Average Cost | ||
$11,877 | $11,971 | $11,918 | ||
Units sold = Opening inventory + Units purchased - Closing inventory | ||||
=> Units sold = 40 units + 70 units + 20 units + 70 units - 80 units | ||||
=> Units sold = 120 units | ||||
FIFO | ||||
FIFO - This method assumes the inventory purchased first is sold first | ||||
If FIFO method is used, the 120 units sold would mean 40 units of opening inventory, 70 units of purchases made on March 10 and 10 units of purchases made on Aug 30 being sold | ||||
Therefore, the cost of goods sold shall be follows: | ||||
= (40 units @ $100) + (70 units @ $108) + (10 units @ $112) | ||||
=> $12,680 | ||||
Thus, under the FIFO method closing inventory of 80 units would mean 70 units of purchases made on Dec 12 and 10 units of purchases made on Aug 30. | ||||
Hence, closing inventory is valued at $9,240 (70 units @ $116 + 10 units @ $112) | ||||
LIFO | ||||
LIFO - This method assumes the inventory purchased last is sold first | ||||
If LIFO method is used, the 120 units sold would mean 70 units of purchase made on Dec 12, 20 units of purchases made on Aug 30 and 30 units of purchases made on Mar 10 being sold. | ||||
Therefore, the cost of goods sold shall be follows: | ||||
(70 units @ $116) + (20 units @ $112) + (30 units @ $108) | ||||
=> $13,600 | ||||
Thus, under the LIFO method closing inventory of 80 units would mean 40 units of opening inventory and 40 units of purchases made on Mar 10. | ||||
Hence, closing inventory is valued at $8,320 (40 units @ $100 + 40 units @ $108) | ||||
Average Cost | ||||
This method assumes that the cost of inventory is based on the average cost of goods available for sale during the period. | ||||
Average cost of inventory for the given question is calculated below: | ||||
Units | Price | Cost | ||
Beginning inventory | 01-Jan | 40 | $100 | $4,000 |
Purchases | 10-Mar | 70 | $108 | $7,560 |
Purchases | 30-Aug | 20 | $112 | $2,240 |
Purchases | 12-Dec | 70 | $116 | $8,120 |
Total | 200 | $21,920 | ||
Average cost of inventory = $21,920 / 200 units = $109.6 per unit | ||||
Thus, under the Average cost method cost of goods sold = 120 units @ $109.6 per unit = $13,152 | ||||
Closing inventory will be valued at $8,768 (80 units @ $109.6 per unit) | ||||
Answer: | ||||
Merchandise inventory | Merchandise sold | |||
FIFO | $9,240 | $12,680 | ||
LIFO | $8,320 | $13,600 | ||
Average Cost | $8,768 | $13,152 |