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spayn [35]
3 years ago
6

ABC sells 28 units for $50 each on December 15. Of the units sold, 14 are from the December 7 purchase and 14 are from the Decem

ber 14 purchase. ABC uses a perpetual inventory system. Determine the costs assigned to the December 31 ending inventory when costs are assigned based on specific identification.
Business
1 answer:
LekaFEV [45]3 years ago
5 0

Answer:

Closing inventory based on Specific IDENTIFICATION

7 Dec purchase ( 20-16) = 4 * $16 = $64

14 Dec purchase ( 35 -14) = 21*$24 = $504

21 Dec purchase            30*$29 = $870

                    closing inventory  31 Dec                                 <u>= $1438</u>

Explanation:

The question is incomplete but here is a complete one

Trey Monson starts a merchandising business on December 1 and enters into the following three inventory purchases. Also, on December 15, Monson sells 30 units for $40 each.

 

Purchases on December 7 20 units @ $16.00 cost  

Purchases on December 14 35 units @ $24.00 cost

Purchases on December 21 30 units @ $29.00 cost

Required:

Monson sells 30 units for $40 each on December 15. Of the units sold, 16 are from the December 7 purchase and 14 are from the December 14 purchase. Monson uses a perpetual inventory system. Determine the costs assigned to the December 31 ending inventory when costs are assigned based on specific identification.

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3 years ago
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\mathbf{YED = \frac{percentage change in demand}{percentage change in income}}

The percentage change in income is given as 60%. We calculate the percentage change in quantity demanded as follows:

\mathbf{percentage change in quantity demanded = \frac{Q_{1}-Q_{0}}{Q_{0}}}

\mathbf{percentage change in quantity demanded = \frac{12-10}{10}}

\mathbf{percentage change in quantity demanded = 0.2}\\

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Answer:

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