A person sells article X for ₹ 34,500 and makes a profit of 15%. He sells article Y at a loss of 10%. He neither loses nor gains on the whole because of these two transactions. What is the selling price of article Y?
CDS · Elementary Mathematics · UPSC · 2016–2025
Profit, Loss & Discount — CDS Elementary Mathematics PYQs
24 questions from this chapter, asked in 10 CDS exams between 2016–2025.
Questions asked per year
Practice questions first 10 of 24 — free
A shopkeeper gives three consecutive discounts 10%, 20% and 25% after which he sells the article at a profit of 8% on the cost price. Had he sold the article after the first discount, how much profit would he have got?
A person bought a book at th of its listed price and sold it at 50% more than its listed price. What is the percentage of gain in the transaction?
The cost price of articles is equal to selling price of articles. If , what is the profit percentage?
Twelve percent of bananas bought by a fruit vendor got lost during transportation. On selling the remaining bananas, the vendor's overall profit turned out to be 4%. If the vendor had not lost any bananas and had sold them at the price of the remaining bananas, what would have been his profit percentage?
A person bought an article and sold it at a profit of 20%. Had he bought it at 20% less, what would have been the profit percentage if the selling price had been the same?
A shopkeeper marks the price of an article at ₹ 200. After allowing a discount of 10%, he still gains 20% on the cost price. What is the cost price of the article?
A trader gives successive discounts of 20%, 10% and 5% respectively. What is the overall discount?
The cost price of 100 mangoes is equal to the selling price of 80 mangoes. What is the profit percentage?
A person bought a chair and a table for ₹750. He sold the chair at a gain of 5% and the table at a gain of 20%. He gained 16% on the whole. What is original cost of table?
Why practise Profit, Loss & Discount PYQs?
Profit, Loss & Discount has appeared in 10 CDS Elementary Mathematics exams we track between 2016–2025. UPSC examiners consistently reuse concepts and question patterns from this topic — practising its previous year questions is the most reliable way to know exactly what to expect in your exam.
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