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Geetha sold $2 sarees$ each for $Rs . 6000 .$ On one saree she got $25 %$ profit and on another saree $25 % loss .$ Then the loss or profit on the whole transaction is ____.

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Detailed Solution

Concept: There would be a loss of Rs.800. You can use the fundamental formula for profit and loss in these kinds of inquiries to calculate the product's cost price as well as the overall loss or profit.
Each saree is priced at Rs. 6000.

Geetha received a 25 % profit for the saree .

Here, cost price Equals \frac{sp \times 100}{100 + profit %} Selling price (S . P .) is \frac{6000 \times 100}{100 + 25} = Rs . 4800 .

For the saree in which Geetha suffered a 25 % loss

Cost price = \frac{sp \times 100}{100 - loss %} in this instance . Selling price is defined as \frac{6000 \times 100}{100 - 25} = Rs . 8000 .

The total cost is therefore Rs . 12800 = (8000 + 4800) .

Loss = Cost - Selling Price, or 12800 - 12000, or Rs . 800 .

Hence, the answer is 800 Rs.
ExamType: CBSE

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