If the cost price of 25 articles is equal to selling price of 20 articles, then percentage profit / loss is :
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Solution
% Profit =
If the cost price of 20 articles is equal to selling price of 25 articles, then percentage profit / loss is :
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Solution
% loss =
The cost price of an article is 64% of marked price, If a discount of 12% is given on marked price the percentage profit is :
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Solution
Let marked price = 100 Rs.
Cost price = 64 Rs.
Discount = 12%
So, selling price = 100 – 12 = 88 Rs.
Profit = 88 – 64 = 24
Profit percentage =
If a person sold an article and gain 200% then ratio of its cost price to selling price is :
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Solution
Let cost price = 100
gain = 200%
or = 200 Rs.
So, selling price = 200 + 100 = 300
So, required ratio = 100 : 300 = 1 : 3
A person sold 20 articles for 1000 Rs. and gains 20%, How many articles did he bought for 1000 Rs.?
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Solution
Cost price of an article =
∴ Required number of articles =
By selling an article, a person gains 25% of its selling price. Find his actual profit percent :
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Solution
Let selling price = 100 Rs.
Profit = 25%
So cost price = 75 Rs.
The required percentage =
Pallavi bought an scooter at 13/15 of its marked price and sold it for 12% more than marked price. Find his profit percent :
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Solution
Let marked price = x Rs.
Cost price =
Price at which pallavi sold it =
Profit =
and profit percentage =
If the ratio of cost price to selling price is 5 : 6, then percentage profit is :
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Solution
The required % profit is =
If the cost price of 13 mangoes is equal to selling price of 10 mangoes, then percentage profit is :
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Solution
Profit =
If the cost price of an article is 95% of selling price, then percentage profit on cost price is :
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Solution
Let selling price = 100 Rs.
Cost price = 95 Rs.
Profit = 100 – 95 = 5 Rs.
Required profit % =