Advertisements
Advertisements
Question
The cost price of an article is Rs. 2,400 and it is marked at 25% above the cost price. Find the profit and the profit percent, if the article is sold at a 15% discount.
Advertisements
Solution
C.P. = ₹2,400
∴ Marked price `=(2400(100+25))/100`
= 24 × 125
= ₹3000
Discount = 15%
∴ S.P.`=(3000xx(100-15))/100`
= 30 × 85
= ₹2550
∴ Profit = ₹2550 − ₹2400 = ₹150
Profit%`=150/2400xx100=50/8=25/4`
`=6 1/4%`
APPEARS IN
RELATED QUESTIONS
A shopkeeper allows his customers 10% off on the marked price of goods and still gets a profit of 25%. What is the actual cost to him of an article marked Rs 250?
The marked price of the fan is 3000 rupees. Shopkeeper gave 12% discount on it. Find the total discount and selling price of the fan.
A shop-keeper buys an article for Rs.450. He marks it at 20% above the cost price. Find :
(i) the marked price of the article.
(ii) the selling price, if he sells the articles at 10 percent discount.
(iii) the percentage discount given by him, if he sells the article for Rs.496.80
At 12% discount, the selling price of a pen is Rs. 13.20. Find its marked price. Also, find the new selling price of the pen, if it is sold at 5% discount.
Find the M.P. in the following:
S.P. = Rs. 1245, Discount = 17%
The list price of a watch is Rs.4000. It is available either at 25% flat discount or at successive discounts of 15% and 12%. Calculate the better offer and the amount paid in the second offer.
The printed price of a book is Rs.320. A retailer pays Rs.244.80 for it. He gets successive discounts of 10% and another rate. what is the second rate?
Find the M.P. if S.P. = Rs 495 and discount = 1%
Find discount in per cent when M.P. = Rs 900 and S.P. = Rs 873
