Profit and Loss
- Pooja wants to sell a watch at a profit of 20%. She bought it at 10% less and sold it at $ 30 less, but still she gained 20%. The cost price of watch is
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Let Cost Price of watch = Rs. y
∴ Selling Price = 120y = Rs. 6y 100 5
Case II,Cost Price = Rs. 9y 10 Selling Price = Rs. 6y - 30 5
According to the question,6y - 30 = 9y × 120 5 10 100
Correct Option: C
Let Cost Price of watch = Rs. y
∴ Selling Price = 120y = Rs. 6y 100 5
Case II,Cost Price = Rs. 9y 10 Selling Price = Rs. 6y - 30 5
According to the question,6y - 30 = 9y × 120 5 10 100 6y - 30 = 27y 5 25 ⇒ 6y - 27y = 30 5 25
⇒ 3y = 30 × 25⇒ y = 30 × 25 = Rs. 250 3
- A merchant loses 10% by selling an article. If the cost price of the article is $ 15, then the selling price of the article is
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Given that , Lose = 10% and Cost price of the article = $ 15
Selling price of article = (100 – loss%) × Cost price 100
Correct Option: D
Given that , Lose = 10% and Cost price of the article = $ 15
Selling price of article = (100 – loss%) × Cost price 100 Selling price of article = ( 100 - 10 ) × 15 = 90 × 15 = $ 13.50 100 100
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If selling price of an article is 1 1 of cost price, find gain %. 3
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Let Cost Price of article = y
Selling Price of article = $ 4y 3
Gain = Selling Price - Cost PriceGain = 4y - y = 4y - 3y 3 3 Gain = $ y 3
∴
Gain% =Gain × 100 Cost Price
Correct Option: B
Let Cost Price of article = y
Selling Price of article = $ 4y 3
Gain = Selling Price - Cost PriceGain = 4y - y = 4y - 3y 3 3 Gain = $ y 3
∴
Gain% =Gain × 100 Cost Price Gain percent = (y / 3) × 100 y = 100 = 33 1 % 3 3
- If there is a profit of 20% on the cost price, the percentage of profit on the sale price is
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Let Cost price = $ y
Selling Price = 120y = $ 6y 100 5
∴ Gain = Selling Price - Cost priceGain = 6y - y 5 Gain = $ y 5 ∴ Required gain percent = (y / 5) × 100 (6y / 5)
Correct Option: A
Let Cost price = $ y
Selling Price = 120y = $ 6y 100 5
∴ Gain = Selling Price - Cost priceGain = 6y - y 5 Gain = $ y 5 ∴ Required gain percent = (y / 5) × 100 (6y / 5) Required gain percent = 100 = 50 6 3 Required gain percent = 16 2 % 3
- If books bought at prices from $ 150 to $ 300 are sold at prices ranging from $ 250 to $ 350, what is the greatest possible profit that might be made in selling 15 books?
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According to given question ,
Minimum cost price = 150 × 15 = $ 2250
Maximum selling price = 350 × 15 = $ 5250
∴ Gain = Maximum selling price - Minimum cost priceCorrect Option: D
According to given question ,
Minimum cost price = 150 × 15 = $ 2250
Maximum selling price = 350 × 15 = $ 5250
∴ Gain = Maximum selling price - Minimum cost price
Gain = 5250 – 2250 = $ 3000 [Here , 150 being the lowest price & 350 being the highest price]