Multiple Choice Question 110
Ivanhoe uses the conventional retail method to determine its ending inventory at cost. Assume the beginning inventory at cost (retail) were $380000 ($584000), purchases during the current year at cost (retail) were $1855000 ($3100000), freight-in on these purchases totaled $119000, sales during the current year totaled $2800000, and net markups (markdowns) were $62000 ($98000). What is the ending inventory value at cost? Hint: Round intermediate calculation to 3 decimal places, e.g. 0.635 and final answer to 0 decimal places.
$848000. |
$532544. |
$555152. |
$607276. |
A machine cost $1211000, has annual depreciation of $195000, and
has accumulated depreciation of $952000 on December 31, 2017. On
April 1, 2018, when the machine has a fair value of $273000, it is
exchanged for a machine with a fair value of $1352000 and the
proper amount of cash is paid. The exchange had commercial
substance.
The gain to be recorded on the exchange is
$141000 |
$62750 |
$0 |
$64000 |
Cost | Retail | ||
Beginning Inventory | 380,000 | 584,000 | |
Purchases | 1,855,000 | 3,100,000 | |
Freight-in | 119,000 | ||
Merchandise available for sale | 2,354,000 | 3,684,000 | |
Add: Markups | 62,000 | ||
Totals | 2,354,000 | 3,746,000 | |
Cost of retail ratio | 62.84% | ||
Less: Markdowns | (98,000) | ||
Less: Net sales | (2,800,000) | ||
Ending Inventory at Retail | 848,000 | ||
Ending inventory at retail = 848,000
Cost to retail ratio = 62.8%
Ending inventory at cost = 848,000*62.8%
= 532,544
Therefore, Option 532,544 is correct.
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