Let monthly income of A and B be 6x and 7x, respectively. Then, 6x + 7x = 52000 13x = 52000, x = 4000 A’s monthly income = 6x = Rs. 24000 B’s monthly income = 7x = Rs. 28000 Given, expenditure of B = Rs. 14000 So, B’s saving = 28000 – 14000 = Rs. 14000 Then, A’s saving = 14000 + (1/7) × 14000 = 14000 + 2000 = Rs. 16000 A’s expenditure = 24000 – 16000 = Rs. 8000
An article with cost price of Rs. 1800 is marked 44% above its cost price and sold after two successive discounts of 20% and Rs. ‘X’ respectively su...
An item is priced 40% above its cost price. It's sold for Rs. 2268, after applying a discount of x%, and this sale results in a 12% profit. Determine th...
The sale price of item 'A' is Rs. 9,125, and it generates a profit of 25%. If item 'B' has a cost price that is Rs. 200 higher than the cost price of i...
After selling 20 pens, a Shopkeeper earn a profit of the selling price of 6 books. While selling 20 books, a shopkeeper losses a selling price of 8 pens...
A vendor buys a certain quantity of fruits at the rate of 32 fruits for Rs. 24 and the same quantity at the rate of 48 fruits for...
A dealer bought two washing machines at a certain amount. He sold the first washing machine at a 35% profit and the second washing machine at a 15% loss...
On a particular day each of Danny. Edwin and Fahim sold three types of pens from their respective shops. As a coincidence, each of them sold an identica...
An article is sold for Rs. 2,295 after successive discounts of 20% and 5%. What is the marked price of the article?
A shopkeeper sells an article at a profit of 12.5% on the selling price. Find the actual profit percentage.
The selling price of an item rose from Rs. 320 to Rs. 448. Calculate the percentage increase in its price.
