A marks the price of an article at ₹600 and sells it to B at a discount of %. B then sells it to C at a profit of 25%. C marks up the price and sells it to D at a discount of 10% on the marked-up price, thereby making a profit of 8%. What was the price marked by C before he sold the article to D?₹750₹900₹720₹840
Question
A marks the price of an article at ₹600 and sells it to B at a discount of %. B then sells it to C at a profit of 25%. C marks up the price and sells it to D at a discount of 10% on the marked-up price, thereby making a profit of 8%. What was the price marked by C before he sold the article to D?₹750₹900₹720₹840
Solution
The question seems to be incomplete as the discount percentage given by A to B is not mentioned. However, I'll explain the steps to solve such a problem:
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First, find the selling price of the article from A to B. This can be done by subtracting the discount percentage from 100%, then multiplying the result by the marked price.
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Next, find the selling price of the article from B to C. This can be done by adding the profit percentage to 100%, then multiplying the result by the price B bought the article for.
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Then, find the cost price for C (which is the same as the selling price for B).
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To find the marked price by C before he sold the article to D, you need to know that the selling price from C to D is 108% (100% cost + 8% profit) of the cost price for C. So, you can find the marked price by C by dividing the selling price from C to D by 90% (100% - 10% discount).
Please provide the missing discount percentage given by A to B so I can help you solve the problem completely.
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