Profit and Loss
- The C.P of 10 articles is equal to the S.P. of 15 articles. What is the profit or loss percentage?
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Let C.P. of each article be Re. 1.
C.P. of 15 articles = Rs. 15
Their S.P. = Rs. 10
Loss = C.P. - S.P. = 5 - 10 = 5∴ Loss percent = Loss × 100 C.P. of 15 articles
Correct Option: D
Let C.P. of each article be Re. 1.
C.P. of 15 articles = Rs. 15
Their S.P. = Rs. 10
Loss = C.P. - S.P. = 5 - 10 = 5∴ Loss percent = Loss × 100 C.P. of 15 articles Loss percent = 5 × 100 15 Loss percent = 100 = 33.3% 3
- If the profit on selling an article for Rs. 425 is the same as the loss on selling it for Rs. 355, then the cost price of the article is
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Let the C.P. of article be Rs. y.
Selling Price of article ( SP1> ) = Rs. 425 and SP2> = Rs. 355
According to the question,
425 – y = y – 355
⇒ 2y = 425 + 355 = 780Correct Option: D
Let the C.P. of article be Rs. y.
Selling Price of article ( SP1> ) = Rs. 425 and SP2> = Rs. 355
According to the question,
425 – y = y – 355
⇒ 2y = 425 + 355 = 780⇒ y = 780 = Rs. 390 2
- By selling an article for Rs. 450, I lose 20%. For what price should I sell it to gain 20 %?
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Given , Selling Price of article = Rs. 450 and Loss% = 20%
∴ C.P of article = 100 × Selling Price of article ( 100 - Loss% ) C.P of article = 100 × 450 100 - 20 C.P of article = 100 × 450 = Rs. 562.5 80
Correct Option: B
Given , Selling Price of article = Rs. 450 and Loss% = 20%
∴ C.P of article = 100 × Selling Price of article ( 100 - Loss% ) C.P of article = 100 × 450 100 - 20 C.P of article = 100 × 450 = Rs. 562.5 80
∴ To gain 20%S.P. = 562.5 × 450 = Rs. 675 100
- If bananas are bought at the rate of 4 for a rupee, how many must be sold for a rupee so as to gain 33 (1 / 3) %?
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As per the given in question ,
Cost Price of 4 bananas = Re. 1S.P. of 4 bananas = 100 + 100 % of Re. 1 3 S.P. of 4 bananas = Rs. 400 = Rs. 4 300 3
Correct Option: C
As per the given in question ,
Cost Price of 4 bananas = Re. 1S.P. of 4 bananas = 100 + 100 % of Re. 1 3 S.P. of 4 bananas = Rs. 400 = Rs. 4 300 3 ∵ Number of bananas sold for Rs. 4 = 4 3 ∵ Number of bananas sold for Re. 1 = 4 × 3 = 3 4
- There is 10% loss if an article is sold at Rs. 270. Then the cost price of the article is
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Let C.P. of article = Rs. y
According to the question.y × 90 = 270 100
Correct Option: A
Let C.P. of article = Rs. y
According to the question.y × 90 = 270 100 ⇒ y = 270 × 100 = Rs. 300 90