Profit and Loss
- A tradesman, by means of a false balance defrauds 10 percent in buying goods and also defrauds 10 percent in selling. His gain percent is
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As per the given question ,
Gain percent = ( 100 + 10 ) × ( 100 + 10 ) - 100 % 100
Correct Option: C
As per the given question ,
Gain percent = ( 100 + 10 ) × ( 100 + 10 ) - 100 % 100 Gain percent = 110 × 110 - 100 % 100
Gain percent = (121 – 100)% = 21 percent
- If a manufacturer gains 10 percent, wholesaler 15 percent and retailer 25 percent, then the production cost of an article, whose retail price is $ 1,265, is
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Here , retail price = $ 1,265
According to question ,∴
Production cost = 1265 ×100 × 100 × 100 ( 100 + 25 ) ( 100 + 15 ) ( 100 + 10 )
Correct Option: C
Here , retail price = $ 1,265
According to question ,∴
Production cost = 1265 ×100 × 100 × 100 ( 100 + 25 ) ( 100 + 15 ) ( 100 + 10 ) Production cost = 1265 × 100 × 100 × 100 = $ 800 125 115 110
- An article passing through two hands is sold at a profit of 38% at the original cost price. If the first dealer makes a profit of 20%, then the profit percent made by the second is
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Let the profit percent made by the second person be y.
∴ 38 = y + 20 + 20y % 100 ⇒ 38 = y + 20 + y 5 ⇒ 6y = 38 - 20 5
Correct Option: A
Let the profit percent made by the second person be y.
∴ 38 = y + 20 + 20y % 100 ⇒ 38 = y + 20 + y 5 ⇒ 6y = 38 - 20 5 ⇒ 6y = 18 5 ⇒ y = 18 × 5 = 15% 6
- Raghavan purchased a scooter at (13 / 15) of its selling price and sold it at 12% more than its selling price. His gain is.
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Let marked price be x.
∴ C.P. = 13 x 15 S.P. = 112x 100 ∴ Profit = 112x - 13x 100 15 Profit ∴ Profit % = 76x × 15 × 100 300 13x
Correct Option: D
Let marked price be x.
∴ C.P. = 13 x 15 S.P. = 112x 100 ∴ Profit = 112x - 13x 100 15 Profit ∴ Profit % = 76x × 15 × 100 300 13x Profit % = 380 = 29 3 % 13 13
- If an article is sold at a gain of 5% instead of being sold at a loss of 5%, one gets $ 5 more. What is the cost price of the article?
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Let the C.P. of article = y
According to the question,105y - 95y = 5 100 100
⇒ 105y – 95y = 500
⇒ 10y = 500
Correct Option: C
Let the C.P. of article = y
According to the question,105y - 95y = 5 100 100
⇒ 105y – 95y = 500
⇒ 10y = 500⇒ y = 500 = $ 50 10
Hence , the cost price of the article is $ 50 .