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प्रश्न
A shopkeeper was selling all his items at 25% discount. During the off season, he offered 30% discount over and above the existing discount. If Pragya bought a skirt which was marked for Rs 1,200, how much did she pay for it?
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उत्तर
Given that, in normal days shopkeeper give 25% discount and during the off season, he offered 30% discount over and above the existing discount and the marked price of skirt = Rs. 1200.
⇒ For normal days:
Discount = `25/100 xx 1200`
= Rs. 300
∴ The skirt price will be = Rs. 1200 – Rs. 300
= Rs. 900
And now for off season:
30% discount over and above the existing discount will be there
⇒ Discount = `30/100 xx 900`
= Rs. 270
∴ Skirt price now will be = Rs. 900 – Rs. 270
= Rs. 630
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संबंधित प्रश्न
After offering discount of 10% on marked price, a customer gets total discount of 17 rupees. To find the cost price for the customer, fill in the following boxes with appropriate numbers and complete the activity.
Suppose, marked price of the item = 100 rupees
Therefore, for customer that item costs `square` - `square` = 90 rupees
Hence, when the discount is `square` then the selling price is `square` rupees.
Suppose when the discount is `square` rupees, the selling price is x rupees.
∴ `x/square=square/square`
∴ x = `(squarexxsquare)/square`
∴ x = `square`
∴ the customer will get the item for 153 rupees.
A man sells 12 articles for Rs. 80 gaining `33 1/3%`. Find the number of articles bought by the man for Rs. 90.
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Find the S.P. in the following :
M.P. = Rs.1625, Discount = 12%
Find the M.P. in the following :
S.P. = Rs.1892, Discount = 14%
Find the discount percentage in the folllowing :
M.P. = Rs.6840, S.P. = Rs.5814
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The marked price of a shirt is Rs.800. Find the selling price, if he allows successive discounts of 15%, 10% and 8%.
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?
Discount is a reduction given on cost price of an article.
