Advertisements
Advertisements
प्रश्न
The C.P. of 12 pens is same as S.P. of 15 pens. Calculate the profit or loss percent made, if all the pens bought are considered to be sold.
Advertisements
उत्तर
C.P. of 12 pens = S.P. of 15 pens = Rs. 100 (suppose)
∴ C.P. of 1 pen =`100/12` = Rs. 8.33
and S.P. of 1 pen = `100/15` = Rs. 6.67
∴ Loss = C.P. - S.P.
= Rs. 8.33 - Rs. 6.67
= Rs. 1.67
Loss % =`("Loss" xx 100)/"C.P."`
`= (1.67 xx 100)/8.33`
`= (166 xx 100 xx 100)/(100 xx 833)`
= 19.93 %
APPEARS IN
संबंधित प्रश्न
An article bought for Rs. 350 is sold at a profit of 20%. Find its selling price.
Find the cost price, if S.P. = Rs. 1 and loss = 5 p.
By selling a scooter for Rs. 9,200, a man gains 15%. Find the cost price of the scooter.
A fruit seller bought mangoes at Rs. 90 per dozen and sold them at a loss of 8 percent. How much will a customer pay for.
- one mango
- 40 mangoes
By selling two transistors for Rs. 600 each, a shopkeeper gains 20 percent on one transistor and loses 20 percent on the other. Find :
- C.P. of each transistor.
- total C.P. and total S.P. of both the transistors.
- profit or loss percent on the whole.
Mangoes are bought at 20 for Rs. 60. If they are sold at 33 percent profit. Find:
(i) selling price of each mango.
(ii) S.P. of 8 mangoes.
The selling price of an article is 96% of its cost price. Find the loss or the gain as percent on the whole.
Hundred oranges are bought for ₹350 and all of them are sold at the rate of ₹48 per dozen. Find the profit percent or loss percent made.
A shopkeeper buys an article for ₹ 300. He increases its price by 20% and then gives 10% discount on the new price. Find:
(i) the new price (marked price) of the article.
(ii) the discount is given by the shopkeeper.
(iii) the selling price.
(iv) profit percent made by the shopkeeper.
A car is marked at Rs. 50,000. The dealer gives 5% discount on first Rs. 20,000 and 2% discount on the remaining Rs. 30,000. Find:
(i) the total discount.
(ii) the price charged by the dealer.
