Given statement: W < B ≤ D = L, L < M ≤ K For conclusion I: W ≤ M: - K ≥ M > L = D ≥ B > W, it doesn’t follows. For conclusion II: D < K: - K ≥ M > L = D, it follows. For conclusion III: Z > B: - B ≤ D = L < M ≤ K < Z, it follows.
A man bought an article at 30% less of the marked price and sold it at 12% more than the marked price. Find the profit earned by him.
...A trader bought an article for Rs. 3600 and marked it 20% above of its cost price. If he sold it after giving a discount of Rs. 180 then find the profit...
The selling price of an article is 75% of its marked price, and the shopkeeper earns a profit of 25%. The difference between the marked price and the co...
A shopkeeper made a profit of 30% by selling an article for Rs. 260. If he had sold it after allowing a discount of 15% on its selling price, then find ...
A Man sold 2 articles for ₹4,000 each, gained 20% on one and lost 20% on the other. What is the total gain or loss rounded to the nearest integer?
Ankush sold shoes 'P' and 'Q' with a 40% profit on 'P' and a 20% loss on 'Q'. Given that the selling prices of both shoes are equal, determine the ratio...
A costs twice as much as B. A is sold at a loss of 15% and B is sold at 5/4th of its price. If selling price of A is Rs. 1350 more than selling price of...
The ratio of the cost price to the marked price of an article is 3:5 and the ratio of the profit percentage to the discount percentage is 5:2. Find the...
Profit percentage received on a product when sold for Rs.480 is equal to the percentage loss incurred when the same product is sold for Rs.300. Find the...
A person incurs a loss of 5% be selling a watch for Rs. 1140. At what price should the watch be sold to earn 5% profit.
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