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1) Assuming Gross profit ratio of 40%: | ||
Particulars | Amount ($) | Amount ($) |
Beginning inventory | 59,000 | |
Plus: Net Purchases (115,000-6,500) | 108500 | |
Freight-in | 3,500 | |
Cost of goods available for sale | 1,71,000 | |
Less: Cost of goods sold | ||
Net sales (205,000-7,500) | 197500 | |
Less: Estimated gross profit (197500*40%) | -79000 | |
Estimated cost of goods sold | -118500 | |
Estimated cost of inventory before theft | 52,500 | |
Less: Stolen inventory | -10,500 | |
Estimated ending inventory | 42,000 |
2) Assuming markup on cost of 100%: | ||
Particulars | Amount ($) | Amount ($) |
Beginning inventory | 59,000 | |
Plus: Net Purchases (115,000-6,500) | 108500 | |
Freight-in | 3,500 | |
Cost of goods available for sale | 1,71,000 | |
Less: Cost of goods sold | ||
Net sales (205,000-7,500) | 197500 | |
Less: Estimated gross profit (197500*100/200) | -98750 | |
Estimated cost of goods sold | -98750 | |
Estimated cost of inventory before theft | 72,250 | |
Less: Stolen inventory | -10,500 | |
Estimated ending inventory | 61,750 |
In case of mark up cost: |
Cost + mark up = Sales |
If we assume cost to be 100% |
Then, |
100% + 100% = Sales |
Which means sales is 200% which includes 100% cost and 100% profit margin |
Therefore Estimated gross profit will be = (Net Sales X 100%/200%) |
In case when markup is 60% |
Cost + mark up = Sales |
If we assume cost to be 100% |
Then, |
100% + 60% = Sales |
Therefore, Estimated gross profit will be = (Net Sales X 60%/160%) |
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