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gogolik [260]
3 years ago
13

July 1 Beginning inventory 54 units at $122 5 Purchases 306 units at $114 14 Sale 204 units 21 Purchases 153 units at $117 30 Sa

le 143 units Assuming that a periodic inventory system is used, what is the amount allocated to ending inventory on a LIFO basis?
Business
1 answer:
Aneli [31]3 years ago
5 0

Answer:

$19,356

Explanation:

July

1 Beg. Inventory         54        $122

5 Purchases            306         $114

14 Sale                     204  

21   Purchases          153           $117

31  Sale                     143

Number of units left = (54+306-204+153-143)= 166

On LIFO(Last-in, first-out) basis, these 166 units of ending inventory cost;

= (54*122) + (166-54)*114    <em> (Note:166-54 is to find the balance after the first 54)</em>

= $6,588 + $12,768

= $19,356

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Answer:

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You have to apply to bring the amount of money to present value, according with the information, the formula is the next:

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You have to calculate every situation with the respective amount of time and interest rate, the result must be money. and when you get the 9 results, you have to compare every situation and chose the higher amount of money according to the interest rate, for example:

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So the answer for the first scenario with an interest rate of 10% is:  

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