(B) Let the total quantity of tomato be $100 \text{ quintals}$.Total cost price $(CP)$ $= 100 \times 1500 = Rs. 1,50,000$.Since $10 \%$ of the tomato

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(B) Let the total quantity of tomato be $100 \text{ quintals}$.Total cost price $(CP)$ $= 100 \times 1500 = Rs. 1,50,000$.Since $10 \%$ of the tomato is spoiled,the remaining quantity is $100 - 10 = 90 \text{ quintals}$.To gain $20 \%$ on the total outlay,the total selling price $(SP)$ must be $120 \%$ of the total $CP$.Total $SP = 1,50,000 \times 1.20 = Rs. 1,80,000$.Selling price per quintal for the remaining $90 \text{ quintals} = \frac{1,80,000}{90} = Rs. 2000$ per quintal.

Competitive Quantitative Aptitude Profit and Loss Profit and Loss

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Harkesh bought a certain quantity of tomato at the rate of $Rs. 1500$ per quintal. $10 \%$ of the tomato was spoiled. At what price in $Rs.$ per quintal should he sell the remaining to gain $20 \%$ of his outlay?

A
$1800$
B
$2000$
C
$2200$
D
$2400$

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Profit and Loss

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Profit and Loss

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Harkesh bought a certain quantity of tomato at the rate of $Rs. 1500$ per quintal. $10 \%$ of the tomato was spoiled. At what price in $Rs.$ per quintal should he sell the remaining to gain $20 \%$ of his outlay?

Similar Questions

Amit buys $5$ watches for $Rs. 9450$ and later sells them for $Rs. 9700$. How much profit does Amit make per watch in $Rs.$?

$A$ sold a horse to $B$ for $Rs. 4800$ by losing $20\%$. $B$ sells it to $C$ at a price which would have given $A$ a profit of $15\%$. $B$'s gain is (in $Rs.$)

Ram purchased a computer set for $Rs. 12500$ and spent $Rs. 300$ on transportation and $Rs. 800$ on installation. At what price should he sell it to earn an overall profit of $15\%$? (in $Rs.$)

$A$ loss of $19 \%$ gets converted into a profit of $17 \%$ when the selling price is increased by $Rs. 162$. Find the cost price of the article in $Rs.$

$A$ person bought a horse and a carriage for $₹ 20000$. Later,he sold the horse at $20 \%$ profit and the carriage at $10 \%$ loss. Thus,he gained $2 \%$ in the whole transaction. The cost price of the horse was (in $₹$)

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