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The marked price of the goods for a shopkeeper was X. He marked them at a 20% higher price than the Cost price. Finally he sold the goods at 30% discount. Did he earn a profit or incur a loss percentage?
5.5% Profit
10% Profit
16% Loss
5% Loss
10% Loss
- Let's break this down. The cost price (CP) is X.
- The marked price is 20% more. So, it becomes 1.2X.
- A 30% discount on marked price means it's sold at 70% of 1.2X, which is 0.84X.
- Selling at 0.84X when the cost was X means a selling price lower than the cost price.
- Therefore, this results in a loss.
Now to determine the loss percentage:
- Loss = Cost Price - Selling Price = X - 0.84X = 0.16X.
- Loss Percentage = (Loss/Cost Price) * 100 = (0.16X/X) * 100 = 16%.
- The correct option is: Option: 3, 16% Loss
By: Parvesh Mehta ProfileResourcesReport error
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