A man sells a plot of land at 6% profit. if he had sold it at 10% profit, he would have received rs.200 more. what is the selling price of the land?
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Answer:
5000 Rs.
Step-by-step explanation:
In the question,
Let us say,
Cost price of Land = 100x
If the Land is sold at the Profit % = 6 %
Had the Land been sold at the Profit % = 10 %
The Amount received in Profit difference = 200 Rs.
Therefore, we can say that,
Selling price of land at 6% profit = 100x + 6x = 106x
Selling Price of land at 10% profit = 100x + 10x = 110x
So,
110x - 106x = 200
4x = 200
x = 50
Therefore, the Cost Price of Land is given by,
Cost Price = 100x = 5000 Rs.
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