Question

Cost Flow Methods The following three identical units of Item JC07 are purchased during April: Item...

Cost Flow Methods

The following three identical units of Item JC07 are purchased during April:

Item JC07 Units Cost
April 2 Purchase 1 $283
April 14 Purchase 1 284
April 28 Purchase 1 285
Total 3 $852

Average cost per unit    $284($852 ÷ 3 units)

Assume that one unit is sold on April 30 for $403. Determine the gross profit for April and ending inventory on April 30 using the (a) first-in, first-out (FIFO); (b) last-in, first-out (LIFO); and (c) weighted average cost methods.

Gross Profit   Ending Inventory

a. First-in, first-out (FIFO)   

b. Last-in, first-out (LIFO)

c. Weighted average cost

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Answer #1

Solution

Gross profit Ending Inventory
FIFO $                 120 $ 569
LIFO $                 118 $ 567
Weighted Average $                 119 $ 568

Working

Average Cost of Inventory
Units (A) 3
Total Cost (B) $ 852
Average Cost (C=B/A) $                 284.00

.

FIFO
Total Units Available for sale 3
Units Sold 1
Closing Stock in Units 2
Valuation
Ending Inventory 1 @ $           284.00 $ 284
1 @ $           285.00 $ 285
Value Of Ending Inventory $ 569
Cost of Goods sold $ 283
LIFO
Total Units Available for sale 3
Units Sold 1
Closing Stock in Units 2
Valuation
Ending Inventory 1 @ $           283.00 $ 283
1 @ $           284.00 $ 284
Value Of Ending Inventory $                  567
Cost of Goods sold 852 minus 567 $                  285
Weighted Average method
Total Units Available for sale 3
Units Sold 1
Closing Stock in Units 2
Valuation
Ending Inventory 2 @ $           284.00 $                  568
Value Of Ending Inventory $                  568
Cost of Goods sold (Total Purchase and opening stock Minus Closing Stock) $                  284

.

Sales Cost of Goods sold Gross profit
FIFO $                     403 $                       283 $                 120
LIFO $                     403 $                       285 $                 118
Weighted Average $                     403 $                       284 $                 119
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