A shopkeeper allows a discount of 30% on marked price of an article and customer also managed to get additional 10% discount on discounted price and in this way get a total discount of Rs.925. If shopkeeper incurs a loss of on selling the article then find its cost price for the shopkeeper?

A shopkeeper marked up the price of article P by 20% and give discount of d%, then he gets a loss of (d – 11) %. If cost price of article Q is Rs.200 and gets a profit of 1.5d%, then find the selling price of the article Q.

A shopkeeper gives 25% discount on an article and makes a profit of 10%. If the cost price of the article is Rs 300 then, what is the marked price?

A shopkeeper marked a product, 20% above the cost price and sold the product for Rs. 4860 by giving two successive discounts of 10% each. Find the cost price of the product and the loss percentage of the shopkeeper.a.Rs.5000,2.4%b.Rs.6000,2.8%c.Rs.6000,2.8%d.Rs.5000,2.8%

The ratio between marked price of article A to article B is 4 : 5 respectively. Shopkeeper allowed d% discount on article ‘A’ and (d + 18) % discount on article ‘B’, so selling price of both articles become equal. If shopkeeper made a profit of 20% on article A and 25% on article B and profit made on article B is Rs. 384 more than that of article A, then find the cost price of article ‘A’ and article ‘B’ respectively?

A shopkeeper marked an article 40% above its cost price and allowed a discount of 20%. Had he marked the article 50% above its cost price and allowed a discount of 12%, the selling price would have been Rs. 90 more than the earlier selling price. Find 130% of the cost price.