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Start learning 50% faster. Sign in nowLet the cost price of the article be Rs. ‘x’ Marked price of the article = x × 1.70 = Rs. ‘1.7x’ Selling price of the article = 1.7x × 0.6 = Rs. ‘1.02x’ Profit = 1.02x – x = Rs. ‘0.02x’ ATQ; 0.02x = 40 So, x = 2000 Therefore, cost price of the article is Rs. 2000.
A trader bought an article for Rs. 1600 and marked it 25% above of its cost price. If he sold it after giving a discount of Rs. 160 then find the profit...
Following the sale of apples with a 30% profit, the seller made an intriguing discovery. He observed that the marked price of an apple exceeded the comb...
The cost price of article A and B is Rs. ‘X’ and Rs. (X + 900), respectively. Article A is sold at 20% profit while article B is sold at 10%...
Ravi bought two products, ‘M’ and ‘N’, at the same price. He added a markup of 20% on ‘M’ and 50% on ‘N’. Then, he gave a discount of Rs...
The total cost price of 12 articles is the same as the total selling price of 7 articles. Calculate the percentage profit made on the sale of each arti...
A bag of cost price of Rs. 7000 is marked up by a certain percentage, and a discount percent of twice the markup percent is offered on it. If there is a...
The marked price of a product is Rs.320 more than the cost price. If 15% discount offered on the marked price and the profit percent on that product is ...
A retailer purchased a product for Rs. 'y'. He increased its price by Rs. 2,500 above the cost price and then sold it after applying two successive disc...
A product is sold for ₹1050, but its marked price is ₹1400. Calculate the discount percentage given by the shopkeeper.
The cost price of six dozen cupcakes is Rs. 360. After selling 48 cupcakes at the rate of Rs. 108 per dozen, the shopkeeper reduced the rate and sold th...
