Let monthly income of A and B be 11x and 12x, respectively. Then, 11x + 12x = 92000 23x = 92000, x = 4000 A’s monthly income = 11x = Rs. 44000 B’s monthly income = 12x = Rs. 48000 Given, expenditure of B = Rs. 14000 So, B’s saving = 48000 – 14000 = Rs. 34000 Then, A’s saving = 34000 + (1/17) × 34000 = 34000 + 2000 = Rs. 36000 A’s expenditure = 44000 – 36000 = Rs. 8000
One article is sold at 10% profit while other is sold at 5% loss such that the difference between their selling prices is Rs. 180. If the cost price of ...
The cost price of a pen is Rs. 200. If the marked price and selling price of the pen are 25% more and 20% more, respectively than its cost price, then f...
If 70% of the cost price of an article is equal to 40% of its selling price, what is the profit percentage?
Mohini went shopping to buy a shirt with some money. She selected a shirt, which is marked Rs.200 higher price than the money she had. But shopkeeper g...
A shopkeeper bought 60 pencils at a rate of 4 for Rs. 5 and another 60pencils at a rate of 2 for Rs.3. He mixed all the pencils and sold them at a rate ...
A man spent 66% of his income in May. If his savings is increased by 20% in June and becomes Rs. 6120, then find the income of man in May.
By selling 72 articles, a loss equal to the selling price of 8 articles was incurred. What is the loss percentage?
A fruit seller buys oranges at the rate of 11 for ₹55. How many oranges should he sell for ₹54 to gain 20%?
A shopkeeper bought article ‘A’ for Rs. ‘x’ and marked it 20% above its cost price and sold it for Rs. 1500. Marked price of article ‘B’ is ...
The marked price and the selling price of an item are in the ratio of 5:4. If the % discount offered is equal to the % profit ear...
