In: Accounting
Exercise 8-16
You are the vice president of finance of Novak Corporation, a retail company that prepared two different schedules of gross margin for the first quarter ended March 31, 2020. These schedules appear below.
Sales |
Cost of |
Gross |
||||
Schedule 1 | $155,700 | $143,522 | $12,178 | |||
Schedule 2 | 155,700 | 149,694 | 6,006 |
The computation of cost of goods sold in each schedule is based on
the following data.
Units |
Cost |
Total |
||||
Beginning inventory, January 1 | 11,250 | $4.50 | $50,625 | |||
Purchase, January 10 | 9,250 | 4.60 | 42,550 | |||
Purchase, January 30 | 7,250 | 4.70 | 34,075 | |||
Purchase, February 11 | 10,250 | 4.80 | 49,200 | |||
Purchase, March 17 | 12,250 | 4.90 | 60,025 |
Debra King, the president of the corporation, cannot understand how
two different gross margins can be computed from the same set of
data. As the vice president of finance, you have explained to Ms.
King that the two schedules are based on different assumptions
concerning the flow of inventory costs, i.e., FIFO and LIFO.
Schedules 1 and 2 were not necessarily prepared in this sequence of
cost flow assumptions.
Prepare two separate schedules computing cost of goods sold and
supporting schedules showing the composition of the ending
inventory under both cost flow assumptions.
Novak Corporation |
||||
Schedule 1 |
Schedule 2 |
|||
$ | $ | ||
:
:
$ | $ |
Schedules Computing Ending Inventory
First-in, First-out (Schedule 1) |
||||
at | $ | = | $ | |
at | $ | = | ||
$ |
Last-in, First-out (Schedule 2) |
||||
at | $ | = | $ | |
at | $ | = | ||
$ |
Answer: Firstly, we have to identify how many units were sold for both the schedule. Total units sold is 31,140 (calculated is based on sale value divided by selling price per unit, $155,700/ 5, data as provided in the question).
Schedules of
Cost of Goods Sold
For the First Quarter Ended March 31, 2020
Schedules 1: (Based on First In, First Out)
Total units sold is 31,140.
Please refer to the below working for FIFO for Cost of goods sold for 31,140 units: (Under this method, units purchased first will be used first for the production of 31,140 units)
Units | Cost per unit | Total cost | |
Beginning inventory, January 1 | 11,250 | $4.50 | $50,625 |
Purchase, January 10 | 9,250 | $4.60 | $42,550 |
Purchase, January 30 | 7,250 | $4.70 | $34,075 |
Purchase, February 11 | 3,390* | $4.80 | $16,272 |
Total | 31,140 | $143,522 |
* 3,390 is calcuated as follows: units sold 31,140 - opening investory of 11,250 units - Purchase, January 10 of 9,250 units - Purchase, January 30 of 7,250 units
Schedules 2: (Based on Last In, Last Out)
Total units sold is 31,140.
Please refer to the below working for LIFO for Cost of goods sold for 31,140 units: (Under this method, units purchased last will be used first for the production of 31,140 units)
Units | Cost per unit | Total cost | |
Purchase, March 17 | 12,250 | $4.90 | $60,025 |
Purchase, February 11 | 10,250 | $4.80 | $49,200 |
Purchase, January 30 | 7,250 | $4.70 | $34,075 |
Purchase, January 10 | 1,390* | $4.60 | $6,394 |
Total | 31,140 | $149,694 | |
* 1,390 is calciuated as follows: units sold 31,140 - Purchase, March 17 of 12,250 units - Purchase, February 11 of 10,250 units - Purchase, January 30 of 7,250 units and the Balance of 1,390 is assumed to be used from the Purchase, January 10.
Schedules Computing Ending Inventory
Schedules 1: (Based on First In, First Out)
Units | Cost per unit | Total cost | |
Purchase, February 11 | 6,860* | $4.80 | $32,928 |
Purchase, March 17 | 12,250 | $4.90 | $60,025 |
Ending inventory as on March 31, 2020 | 19,110 | $92,953 |
* 6,860 is calcuated as follows: Purchase, February 11 of 10,250 units - units consumed is 3,390 as per first table.
Schedules 2: (Based on Last In, Last Out)
Units | Cost per unit | Total cost | |
Purchase, January 10 | 7,860* | $4.60 | $36,156 |
Beginning inventory, January 1 | 11,250 | $4.50 | $50,625 |
Ending inventory as on March 31, 2020 | 19,110 | $86,781 |
* 7,860 is calcuated as follows: Purchase, January 10 of 9,250 units - units consumed is 1,390 as per second table.