Profit and Loss
- The percentage of loss when an article is sold at $ 50 is the same as that of the profit when it is sold at $ 70. The above-mentioned percentage of profit or loss on the article is
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Let the C.P. be y
According to the question,y - 50 × 100 = 70 - y × 100 y y
⇒ y – 50 = 70 – y⇒ 2y = 120 ⇒ y = 120 = 60 2
Loss = 60 - 50 = $ 10∴ Loss % = 10 × 100 60
Correct Option: B
Let the C.P. be y
According to the question,y - 50 × 100 = 70 - y × 100 y y
⇒ y – 50 = 70 – y⇒ 2y = 120 ⇒ y = 120 = 60 2
Loss = 60 - 50 = $ 10∴ Loss % = 10 × 100 60 Loss % = 50 = 16 2 % 3 3
- By selling a table for $ 350 instead of $ 400, loss percent increases by 5%. The cost price of the table is :
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Here , Difference of SP = $ (400 – 350) = $ 50
Now, According to question ,
∴ 50 = 5% of CP⇒ 50 = 5 × CP 100
Correct Option: D
Here , Difference of SP = $ (400 – 350) = $ 50
Now, According to question ,
∴ 50 = 5% of CP⇒ 50 = 5 × CP 100 ⇒ CP = 50 × 100 = $ 1000 5
- A man gets $ 13 more by selling an article at a profit of (25 / 2) % and than selling it at a loss of (25 / 2) %. The cost price of the article is :
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Let the C.P. of article be x.
According to the question,of x = 13
Correct Option: C
Let the C.P. of article be x.
According to the question,of x = 13 ⇒ x × 25 = 13 100
∴ x = 13 × 4 = $ 52
- A dealer makes a profit of 20% even after giving a 10% discount on the advertised price of a scooter. If he makes a profit of $ 7500 on the sale of the scooter, the advertised price was
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Let the advertised price be $ 100.
∴ S.P. = $ 90, Profit = 20%.∴ C.P. = $ 90 × 100 = $ 75 120
Profit = $ (90–75) = $ 15
Since for a profit of $ 15, the advertised price = $ 100
Correct Option: C
Let the advertised price be $ 100.
∴ S.P. = $ 90, Profit = 20%.∴ C.P. = $ 90 × 100 = $ 75 120
Profit = $ (90–75) = $ 15
Since for a profit of $ 15, the advertised price = $ 100∴ For a profit of 7500, the advertised price = $ 100 × 7500 = $ 50000 15
- A man gains 20% by selling an article for a certain price. If he sells it at double the price, the percentage of profit will be :
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Let the CP be $ 100.
∴ SP = $ 120
New SP = $ 240
Profit = New SP - CP
Profit = $ (240 – 100) = $ 140∴ Profit % = Profit × 100 % CP
Correct Option: B
Let the CP be $ 100.
∴ SP = $ 120
New SP = $ 240
Profit = New SP - CP
Profit = $ (240 – 100) = $ 140∴ Profit % = Profit × 100 % CP Profit % = 140 × 100 = 140% 100