Advertisements
Advertisements
Question
The marked price of a mixer is 2300 rupees. A customer purchased it for Rs. 1955. Find percentage of discount offered to the customer.
Solution
Marked price of the mixer = ₹ 2,300
Selling price of the mixer = ₹ 1,955
∴ Discount = Marked price − Selling price
= ₹ 2,300 − ₹ 1,955
= ₹ 345
On marked price of ₹ 2,300, the discount is ₹ 345.
Let the discount be ₹ x.
Now, if the marked price is ₹ 100, then the discount is ₹ x.
∴ \[\frac{x}{100} = \frac{345}{2300}\]
⇒ \[x = \frac{345}{2300} \times 100\]
= 15
RELATED QUESTIONS
If marked price = ₹ 990 and percentage of discount is 10, then find the selling price.
Mr. Sinha sold two tape-recorders for Rs.990 each; gaining 10% on one and losing 10% on the other. Find his total loss or gain as a percent on the whole transaction.
John sold an article to Peter at 20% profit and Peter sold it to Mohan at 5% loss. If Mohan paid Rs.912 for the article; find how much did John pay for it?
An article is marked at Rs. 2,250. By selling it at a discount of 12%, the dealer makes a profit of 10%. Find :
(i) the selling price of the article.
(ii) the cost price of the article for the dealer.
A shopkeeper buys an article whose list price is ₹ 800 at some rate of discount from a wholesaler. He sells the article to a consumer at the list price and charges sales tax at the prescribed rate of 7.5%. If the shopkeeper has to pay a VAT of ₹ 6, find the rate of discount at which he bought the article from the wholesaler.
A trader allows a discount of 12% on the marked price of the goods in his shop. He still makes a gross profit of 21% on the cost price. Find the profit percent he would have made, had he sold the goods at the marked price.
Find the discount percentage in the following :
M.P. = Rs.1500, S.P. = Rs.1320
A bookseller gives 8% discount on the printed price. What does a customer pay for a book priced at Rs.150?
A shopkeeper allows 20% discount on his article. What price must be mark on an article, which costs him Rs.1750, to make a profit 20%?
Find the M.P. if S.P. = Rs 9,250 and discount = `7 1/2%`