Question
A mixer-grinder is sold for Rs. 594 after two successive concessions of x% and 12%, respectively. If the marked price is Rs. 900, find
x.
Solution
ATQ, 900 × (0.88) × {(100 - x)/100} = 594 Or, 792 × (100 - x) = 59400 Or, 100 - x = 75 Or, x = 25
More Profit and loss Questions
- Articles 'A' and 'B' are marked (m + n - 9) % and (4m - 8)% respectively, over their respective cost price. Cost price of 'A' is Rs. (100n(m + 2)), which i...
- Rohan earns 12% on an investment but loses 7% on another investment. If the ratio of the two investments is 5:6, then the combined profit or loss percentag...
- The ratio of cost price and selling price of a shirt is 4:5 respectively. The shirt was marked up by 30% above its cost price, and sold after giving Rs.40 ...
- The selling price of y items is equal to the cost price of 720 items. If the profit made is 60%, then find the value of y.
- A bought an article at 20% less of the marked price and sold it at 25% more than the marked price. Find the profit earned by him.
- A retailer sold a gadget for Rs. 90 after giving a discount of ‘p%’ on its marked price. If the marked price of the gadget is Rs. 120, then find ‘p’.
- A blender is tagged at a price which is 40% more than its cost. If its marked price is Rs. 14,000 and the buyer is offered 15% discount, calculate the gain...
- In a certain store, the profit is 280% of the cost. If the cost increases by 40% but the sale price remains constant, then the approximate percentage profi...
- 9% more is gained by selling a ring for Rs. 3588 than by selling it for Rs. 2814. Find the cost price of the ring.
- An item is marked up by 60% over its cost price and sold with two successive discounts of 15% and 10%. What is the shopkeeper’s profit or loss percentage?