Question : An item with a marked price of INR 3,800 was sold for INR 3,496 after a discount of $y$% was offered. What was the value of $y$?
Option 1: 7.5%
Option 2: 8.5%
Option 3: 8%
Option 4: 7%
Correct Answer: 8%
Solution : An item with a marked price of INR 3,800 was sold for INR 3,496 after a discount of $y$% was offered. Given, Marked Price = INR 3,800 Selling Price = INR 3,496 Discount = Marked price -– Selling price = INR 3800 - INR 3496 = INR 304 Discount percentage = $\frac{304}{3800}\times 100$ Discount percentage = 8% Hence, the correct answer is 8%.
Result | Eligibility | Application | Selection Process | Cutoff | Admit Card | Preparation Tips
Question : An item with a marked price of INR z was sold for INR 6,622 after a discount of 12% was offered. What was the value of z?
Question : An item with a marked price of Rs.1,940 was sold at a discount of 15%. At what price (in Rs.) was the item sold?
Question : On an item, there is an 18% discount on the marked price of INR 26,000. After giving an additional season's discount, the item is sold at INR 16,000. How much was the season's discount correct up to two places of decimal?
Question : A person bought an article at a 30% discount on its marked price. The person then sold it at 30% profit for INR 427.70. What was the marked price of the article?
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?
Regular exam updates, QnA, Predictors, College Applications & E-books now on your Mobile