Question : An article was sold for INR 98,496 after providing three successive discounts of 10%, 5%, and 4% respectively on the marked price. What was the marked price?
Option 1: INR 1,20,000
Option 2: INR 1,10,700
Option 3: INR 1,20,200
Option 4: INR 1,20,500
Correct Answer: INR 1,20,000
Solution : For three successive discounts of 10%, 5%, and 4%, Selling price = $\frac{100-\text{Discount}_1\%}{100}× \frac{100-\text{Discount}_2\%}{100}×\frac{100-\text{Discount}_3\%}{100}×$ marked price $⇒ 98496=\frac{100-10}{100}×\frac{100-5}{100}×\frac{100-4}{100}×$ marked price $⇒ 98496=\frac{90}{100}×\frac{95}{100}×\frac{96}{100}×$ marked price $\therefore$ Mrked price $= 120000$ Hence, the correct answer is INR 1,20,000.
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Question : On the marked price of INR 1,250 of an article, three successive discounts of 5%, 15%, and 20% are offered. What will be the selling price (in INR) after all discounts?
Option 1: 1,000
Option 2: 807.50
Option 3: 975.75
Option 4: 950.25
Question : A Shopkeeper marked the price as INR 15,000 on an article, and a successive discount of 5%, 10% and 20% was allowed on it. What is the selling price?
Option 1: INR 10,260
Option 2: INR 13,520
Option 3: INR 11,520
Option 4: INR 9,850
Question : If two successive discounts, each of 20% on the marked price of an article, are equal to a single discount of INR 331.20, then the marked price (in INR) of the article is:
Option 1: 920
Option 2: 750
Option 3: 1,200
Option 4: 645
Question : An article is marked at 100% above its cost price. After allowing two successive discounts of 5% and 20% respectively on the marked price, it is sold at $x$% profit. What is the value of $x$?
Option 1: 48
Option 2: 75
Option 3: 72
Option 4: 52
Question : After allowing a 10% discount on the marked price of an article, a dealer makes a profit of 5%. What is the marked price, if the cost price of the article is INR 300?
Option 1: INR 400
Option 2: INR 320
Option 3: INR 375
Option 4: INR 350
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