Advertisements
Advertisements
प्रश्न
Nirmala went to a shop to buy a Titan watch. The cost of the watch was Rs 3,250. The rate of sales tax is 12%. The shopkeeper gave her a discount such that she got the watch for only Rs 3,248. Find the discount given by the shopkeeper.
उत्तर
Let the reduced price be x
Rate of sales tax = 12 %
Therefore, total amount of the watch
= x + 12 % of x = `1 + 12/100 "x" = (112 "x")/100`
But the total amount of the watch paid =Rs 3,248
Therefore, reduced price =
⇒ `(112 "x")/100` = Rs 3248
⇒ x = Rs `324800 / 112`
⇒ x = Rs 2900
Reduction needed= Rs (3,250 - 2,900) =Rs 350
APPEARS IN
संबंधित प्रश्न
Find the single discount (as a percent) equivalent to successive discounts of:
80% and 80%
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.
Find the amount paid by a customer when he buys a watch priced at Rs. 5400 available at a discount of 12%.
A shopkeeper allows 20% discount on his article. What price must he mark on an article, which costs him Rs.1750, to make a profit of 20%?
A trader fixes the selling price of his goods at 50% above the cost price. He sells half of his stock at this price, a quarter of his stock at a discount of 20% on the original selling price, and the rest at a discount of 36% on the original selling price. Find the gain per cent altogether.
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 single discount which is equivalent to successive discounts of 10%, 8% and 5%.
A jacket was sold for Rs 1,120 after allowing a discount of 20%. The marked price of the jacket is ______.
Find the S.P. if M.P. = Rs 1300 and discount = 1.5%