A shopkeeper buys an article for three hundred rupees. He increases its price by twenty percent and then gives ten percent discount on the new price.
Tell the new price of the article,
The discount given by the shopkeeper, the selling price, the profit percent made by the shopkeeper.
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the price of article =300
increases money =20 percent of 300
=60
new price = 360
discount = 10 ℅ of 360
= 36
after discount price = 360 - 36
==324
the profit percent = 324- 300
= 24 = 8 ℅
increases money =20 percent of 300
=60
new price = 360
discount = 10 ℅ of 360
= 36
after discount price = 360 - 36
==324
the profit percent = 324- 300
= 24 = 8 ℅
Keu:
It is wrong
Answered by
1
Here,
The original price of the article = Rs. 300
Increace the original price by 20%
So,
The new price of the article = Rs. (300 + 20% of 300)
= Rs. (300 + 20/100 × 300)
= Rs. (300 + 60)
= Rs. 360
Again,
Give 10% discount on the new price of the article.
•°• Discount = 10% of Rs.360
= Rs. (10/100 × 360)
= Rs. 36
•°• The price of the article after giving 10% discount = Rs. (360 - 36)
= Rs. 324
So,
Profit = Rs. (324 - 300)
= Rs. 24
•°• Profit percent = 24/300 × 100
= 8%
The original price of the article = Rs. 300
Increace the original price by 20%
So,
The new price of the article = Rs. (300 + 20% of 300)
= Rs. (300 + 20/100 × 300)
= Rs. (300 + 60)
= Rs. 360
Again,
Give 10% discount on the new price of the article.
•°• Discount = 10% of Rs.360
= Rs. (10/100 × 360)
= Rs. 36
•°• The price of the article after giving 10% discount = Rs. (360 - 36)
= Rs. 324
So,
Profit = Rs. (324 - 300)
= Rs. 24
•°• Profit percent = 24/300 × 100
= 8%
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