Question
After selling 60 Fans a shopkeeper earn a profit of the
selling price of 18 coolers. While selling 60 coolers a shopkeeper losses the selling price of 24 fans. If the numeric value of profit% and loss% is equal and the cost price of the fan is half of the cost price of cooler. Find the ratio of selling price of fan to cooler.Solution
Let the cost price of Fan be Rs. x Then the Cost price of Cooler = 2x Let the Selling price of Fan be a and the selling price of cooler be b Now, according to the question, Cost price of 60 fans = 60x Profit = 18b Profit % = 18b/60x ×100 And Cost price of 60 coolers = 120x Loss = 24a Loss% = 24a/60x ×100 Since the numeric value is equal; ∴ 18b/60x ×100 = 24a/60x ×100 a/b = 3/2
A machine is sold at 10% profit and its selling price is Rs. 40 more than when sold at a 15% loss. Determine the cost price of the machine.
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...
A shopkeeper buys a fan for Rs 1,440 and marks it 25% above the cost price. During a sale, he gives a discount of 10% on the marked price. What is his p...
A shopkeeper bought two articles for Rs. 200 each. If he sold one of them at 40% profit and the other at 25% loss, then find the difference between the ...
- The ratio of the marked price and cost price of an item is 9:6. If the discount allowed is equal to the profit earned, find the profit percentage.
A person bought some mangoes at the rate of 7 per rupee. He bought the same number of mangoes at the rate of 6 per rupee. He mixes both types and sells ...
A shopkeeper sells a product in Rs.2,160 and earns 12.5% profit. Tell the amount that is equal to half of the purchase price of the product (in Rs.)
A shopkeeper sells an article at a Loss of 20% of the selling price. Find the actual loss percentage.
'A' purchased an article and sold it to 'B' at 10% profit. 'B' marked it up by 35% above the price at which 'A' has purchased it and then sold it after ...
- A person throws a biased coin on which head appears in 30% of situations. If the person gets Rs. 20 for each tail and loses Rs. 30 for each head, then find...