Profit and Loss
- By selling a bicycle for $ 2,850, a shopkeeper gains 14%. If the profit is reduced to 8%, then the selling price will be
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Given that , S.P. of bicycle = $ 2,850
Profit = 14%C.P. of bicycle = 100 × S.P. of bicycle 100 + Profit% C.P. of bicycle = 100 × 2850 = $ 2500 114
Correct Option: B
Given that , S.P. of bicycle = $ 2,850
Profit = 14%C.P. of bicycle = 100 × S.P. of bicycle 100 + Profit% C.P. of bicycle = 100 × 2850 = $ 2500 114 S.P. for a profit of 8% = 108 × 2500 = $ 2700 100
- A person sold a TV for $ 9,400 and he lost a particular amount. When he sold another TV of the same type at $ 10,600, his gain was double the former loss. What was the cost price of each TV ?
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Let CP of each TV be y.
According to the question,
2(y – 9400) = 10600 – y
⇒ 2y – 18800 = 10600 – y
⇒ 3y = 10600 + 18800 = 29400⇒ y = 29400 3
Correct Option: A
Let CP of each TV be y.
According to the question,
2(y – 9400) = 10600 – y
⇒ 2y – 18800 = 10600 – y
⇒ 3y = 10600 + 18800 = 29400⇒ y = 29400 = $ 9800 3
Therefore , the cost price of each TV is $ 9800 .
- A merchant finds his profit as 20% of the selling price. His actual profit percent is
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Let the CP of the article be p and SP be q.
According to the questionq - p = 20q 100 ⇒ q - q = p 5
⇒ 4q = 5p ...(i)Actual profit % = q - p × 100 p
Correct Option: C
Let the CP of the article be p and SP be q.
According to the questionq - p = 20q 100 ⇒ q - q = p 5
⇒ 4q = 5p ...(i)Actual profit % = q - p × 100 p Actual profit % = 4q - 4p × 100 = 5p - 4p × 100 = 25% 4p 4p
- A man sold some articles at a gain of 10%. He spent his total sale proceeds to purchase such articles again. This time, while selling them, he incurred a loss of 10%. His loss or gain in the transaction was
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As we know that ,
Loss% = y2 100
Here , y = 10%
Correct Option: A
As we know that ,
Loss% = y2 100
Here , y = 10%Loss% = 10 × 10 = 1% 100
Hence , required loss % is 1% .
- If the selling price of an article is doubled, then its loss percent is converted into equal profit percent. The loss percent on the article is
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Let the CP of the article be Rs. 100 and its SP be y
From the question ,∴ 100 - y × 100 = 2y - 100 × 100 100 100
⇒ 100 – y = 2y – 100⇒ 3y = 200 ⇒ y = 200 3 ∴ Loss% = 100 – 200 3
Correct Option: C
Let the CP of the article be Rs. 100 and its SP be y
From the question ,∴ 100 - y × 100 = 2y - 100 × 100 100 100
⇒ 100 – y = 2y – 100⇒ 3y = 200 ⇒ y = 200 3 ∴ Loss% = 100 – 200 3 Loss% = 100 = 33 1 % 3 3
[because CP of the article = $ 100]