IB exams
John buys an old scooter for Rs. 4700 and spends Rs. 800 on its repairs. If he sells the scooter for Rs. 5800, what is his gain percent?
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Answered by
0
Price of old scooter = 4700/-
Additional money spent = 800/-
So, total price = 4700 + 800
= 5500/-
Selling price = 5800/-
Gain = 5800 - 5500
= 300/-
Gain % = (Gain/ Total price) × 100
= (300/5500) × 100
= 5.45% = 5.5%
(After the decimal, If a number 5 or greater than 5 comes, You can round off the previous number by adding 1 to it. It is optional.)
Additional money spent = 800/-
So, total price = 4700 + 800
= 5500/-
Selling price = 5800/-
Gain = 5800 - 5500
= 300/-
Gain % = (Gain/ Total price) × 100
= (300/5500) × 100
= 5.45% = 5.5%
(After the decimal, If a number 5 or greater than 5 comes, You can round off the previous number by adding 1 to it. It is optional.)
Answered by
1
cost price of the scooter = Rs. 4700
money spent on its repairs = Rs. 800
therefore , total cost price = Rs. 5500
selling price of the scooter = Rs. 5800
profit made = selling price - cost price
= Rs. (5800 - 5500)
= Rs. 300
therefore , profit percent = (profit / cost price ) * 100
= (300 / 5500)*100
= 5.45 %
money spent on its repairs = Rs. 800
therefore , total cost price = Rs. 5500
selling price of the scooter = Rs. 5800
profit made = selling price - cost price
= Rs. (5800 - 5500)
= Rs. 300
therefore , profit percent = (profit / cost price ) * 100
= (300 / 5500)*100
= 5.45 %
ayeshaoct:
There is nothing wrong in my answer. If you round of 4, it becomes 5. thats all.
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