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gogolik [260]
3 years ago
13

The following information applies to the questions displayed belowWarnerwoods Company uses a perpetual inventory system. It ente

red into the following purchases and sales transactions for March Date Activities Units Sold at Cost Units Sold at Retal Mar. 1 Beginning 130 units $51.60 per unit 2 inventory Mar. 5 Purchase 240 units $56.60 per unit Mar. 9 Sales 290 units $86.60 per unit Mar. 18 Purchase 100 units $61.60 per unitMar. 25 Purchase 180 units $63.60 per unitMar. 29 Sales 160 units a $96.60 per unit Totals 650 units 450 units. Compute gross profit earned by the company for each of the four costing methods. For specific identification, the March 9 sale consisted of 80 units from beginning inventory and 210 units from the March 5 purchase; the March 29 sale consisted of 60 units from the March 18 purchase and 100 units from the March 25 purchase.Gross Margin FIFO LIFO Avg. Cost Spec. IDSales Less: Cost of goods sold 25,220.00 26,340.00 25,679.60 26,070.00Gross profit LIFO
Business
1 answer:
Vadim26 [7]3 years ago
3 0

Answer:

Gross profit under LIFO = $40,570 - $26,340 = $14,230

Gross profit under FIFO = $40,570 - $24,520 = $16,050

Gross profit under average cost = $40,570 - $26,238.46 = $14,331.54

Gross profit under specific ID = $40,570 - $26,070 = $14,500

Explanation:

I divided the purchases and sales:

Mar. 1 Beginning 130 units $51.60 per unit

Mar. 5 Purchase 240 units $56.60 per unit

Mar. 18 Purchase 100 units $61.60 per unit

Mar. 25 Purchase 180 units $63.60 per unit

Totals 650 units, $37,900

Mar. 9 Sales 290 units $86.60 per unit

Mar. 29 Sales 160 units a $96.60 per unit

Totals 450 units. $40,570

COGS under LIFO:

(240 x $56.60) + (50 x $51.60) = $16,164

160 x $63.60 = $10,176

total = $26,340

COGS under FIFO:

(160 x $56.60) + (130 x $51.60) = $15,764

(110 x $56.60) + (50 x $61.60) = $8,756

total = $24,520

COGS under average cost:

($37,900 / 650) x (290 + 160) = $26,238.46

COGS under specific ID:

(80 x $51.60 ) + (210 x $56.60) = $16,014

(60 x $61.60) + (100 x $63.60) = $10,056

total = $26,070

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