A man bought 3 article for 1 Rs. and sold 1 article for 3 Rs. What is his profit percent ?
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Solution
∵ Cost price of 1 article = Rs.
& selling price of 1 article = Rs. 3
∴ Profit % =
=
By selling an article for Rs. 276 a person gains 15%. In order to gain 35%, what should be selling price of article ?
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Solution
The required S.P. =
The ratio of cost price of two articles is 2 : 3. By selling the gain percentage is 10% and 20% respectively. What is the total gain percentage ?
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Solution
Profit percentage =
=
A dishonest dealer sells his good at cost price but uses a false weight of 900 gm for 1 kg. What will be his gain percent ?
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Solution
Profit % =
The cost price of an item is rd of marked price and rd of selling price. Then, what is the discount percentage ?
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Solution
Discount % =
The cost price of an item is rd of marked price and rd of selling price. Then, what is profit percentage ?
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Solution
Let C.P. = 100 Rs.
Marked price = 300 Rs.
S.P. =
Profit % =
By selling a table for 250 instead of 300, loss percent increases by 4%. Then, what is the cost price of table ?
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Solution
Let, cost price of table is Rs. x.
So,
⇒
⇒ x = Rs. 1250
A sold an article to B at 40% profit and B sold it to C at 50% profit, then what will be profit percent with respect to A ?
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Solution
% Profit with respect to A =
If the ratio of cost price to marked price is 1 : 2 and ratio of marked price to selling price is 3 : 4. Then what will be profit percentage ?
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Solution
∴ Profit % =
If the ratio of cost price to selling price is 2 : 3, Then profit percentage is?
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Solution
Let C.P. = 200
S.P. = 300
Profit % =