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Let, number of book and number of pen sold by shopkeeper be 23x and 15x respectively. Number of pencil sold by shopkeeper = 8/3 × 15x = 40x So, 23x × 40 + 15x × 20 + 40x × 10 = 22680 ⇒ 920x + 300x + 400x = 22680 ⇒ 1620x = 22680 x = 14 Number of pen sold by shopkeeper = 15x = 210
A shopkeeper bought article ‘A’ for Rs. ‘x’ and marked it 25% above its cost price and sold it for Rs. 2600. Marked price of article ‘B’ is ...
If the selling price of an article is Rs. 540 and the cost price is Rs. 450, what is the profit percentage?
A vendor first increased the price of a book by 18% and then by 25%. If he sells it after allowing a discount of 20%, then he will earn a profit of Rs. ...
Axe and Wye purchases the Bikes at same price and later on Zed purchase both the bikes at the same price of Rs. 72000. But the profit % of Axe was A% wh...
Anil purchased a plot for Rs. 125,000 and spent Rs. 25,000 on legal fees. If he sold the plot for Rs. 180,000, find the profit percent earned by Anil.
A dishonest dealer announces selling his articles with a 25% loss but uses 40% lighter weights. What is the percentage of his profit or loss?
A retailer purchased a product for Rs. 'y'. He increased its price by Rs. 2,500 above the cost price and then sold it after applying two successive disc...
Anaya sold a watch to Kirti with a 24% markup, and Kirti then sold the watch to Bhavya at a 12% markup. If Bhavya purchased the watch for Rs. 694.4, det...
A retailer marks up an item's cost price by 40% and then offers it for sale with a 20% discount. What is the percentage profit made by the retailer on t...
An article with cost price of Rs. 1600 is marked 44% above its cost price and sold after two successive discounts of 13% and Rs. ‘X’ respectively su...
