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Beginning inventory, purchases, and sales for Item 88-HX are as follows:

Date Line Item Description Value
July 1 Inventory 90 units at $56
July 8 Sale 60 units
July 15 Purchase 120 units at $60
July 27 Sale 80 units
Assuming a perpetual inventory system and using the last-in, first-out (LIFO) method, determine (a) the cost of goods sold on July 27 and (b) the inventory on July 31.

1 Answer

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To calculate the cost of goods sold (COGS) and the inventory on July 31 using the last-in, first-out (LIFO) method, we need to follow these steps:

1. Calculate the total cost of the remaining inventory on July 27 using the LIFO method.
2. Calculate the cost of goods sold using the LIFO method.

Given the data, let's perform the calculations step by step.

Step 1: Calculate the value of the remaining inventory on July 27 using the LIFO method:

1. The July 15 purchase of 120 units at $60 per unit is the last purchase.
2. The remaining inventory after the July 27 sale consists of 90 units from the July 15 purchase and 30 units from the July 1 inventory.

Total cost of 90 units (from July 15 purchase): 90 * $60 = $5400
Total cost of 30 units (from July 1 inventory): 30 * $56 = $1680
Total value of remaining inventory on July 27 using LIFO: $5400 + $1680 = $7080

Step 2: Calculate the cost of goods sold on July 27 using the LIFO method:

1. The first sale on July 8 of 60 units is from the July 1 inventory (LIFO).
2. The second sale on July 27 of 80 units is from the July 15 purchase and the remaining inventory (LIFO).

COGS for July 27 sale: 60 units * $56 (from July 1 inventory) + 20 units * $60 (from July 15 purchase) = $3360 + $1200 = $4560

Now, to find the inventory on July 31, we need to subtract the cost of goods sold from the value of the remaining inventory on July 27:

Inventory on July 31 = Value of remaining inventory on July 27 - Cost of goods sold on July 27
Inventory on July 31 = $7080 - $4560 = $2520

Therefore, according to the last-in, first-out (LIFO) method:
(a) The cost of goods sold on July 27 is $4560.
(b) The inventory on July 31 is $2520.
User Antoine CHAMBILLE
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