A shopkeeper marked up an article 50% above its cost price and allowed a discount of 16%. If shopkeeper received a profit of Rs 624, then find the profit percentage when shopkeeper sold the article at Rs 2880.

A shopkeeper marked up the price of an article by 40% above cost price and he allows 25% discount on marked price. If shopkeeper earns Rs. 420 as profit, then find his profit (in Rs.) when he allows discount of 20% instead of 25%?

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.

Profit earned by a shopkeeper when an article is sold for Rs708 is equal to the loss incurred by him when it is sold for Rs 492. Find theloss percentage when the shopkeeper sells the article for Rs 492.18% Loss22% loss4% Loss20% loss

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 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.