From Statement I: 2 (l + b) = 9/2 b => l + b = 9/4 b => l = 5b/4 From Statement II: l2 – b2 = 27/5 b Combining statements I and II we will get the area of rectangle ABCD. Therefore, both the statements are required to answer the question.
A loss of 10(1/2) % gets converted into a profit of 11(3/5) % when the selling price is increased by Rs 375.70. The cost price (in Rs) of the article is:
The cost price of article A and B is Rs. ‘X’ and Rs. (X + 480), respectively. Article A is sold at 20% profit while article B is sold at 10%...
An article is marked (p+15)% above its cost price. While selling the same article (p-20)% discount was given on it. The amount of discount given on the ...
The cost price of two dozen bananas is Rs. 48 after selling 9 bananas at the rate of Rs. 18 per dozen, the shopkeeper reduced to rate of Rs. 12 per doze...
A shopkeeper sells an article for Rs 70 and earns thrice the profit that he would have earned on selling this article for Rs 50. Find the C.P of ...
The marked price of a chair is Rs. 600. If the chair is sold after allowing successive discounts of 15% and 25%, then find the se...
A shopkeeper sells an article for ₹18,500 at a loss of 20%. What was the cost price of the article?
A product is sold for ₹1050, but its marked price is ₹1400. Calculate the discount percentage given by the shopkeeper.
Ram bought a bag for Rs. 900. He spent Rs. 232 on repairs and sold it at gain of 12.5%. Find the selling price of the bag.
When a seller sells his article for Rs. 32,060/- , he incurs 30% loss on the transaction. At what price should he sell the article to earn 10% profit on...
