If a company sells a car with a marked price of $Ã¢â€šÂ¹\ 2,72,000$ and gives a discount of $4$ % on $Ã¢â€šÂ¹\ 2,00,000$ and $2.5$ % on the remaining amount of $Ã¢â€šÂ¹\ 72,000$, then find the actual price charged by the company for the car.

Given: A company sells a car with a marked price of $â‚¹\ 2,72,000$ and gives a discount of $4$ % on $â‚¹\ 2,00,000$ and $2.5$ % on the remaining amount of $â‚¹\ 72,000$

To do: To find the actual price charged by the company for the car.

Solution:

Maximum price$=â‚¹\ 2,72,000$

Therefore, total discount$=â‚¹\ [( 4$ % of $200000)+( 2.5$ % of $72000)]$

$=\frac{4}{100}\times200000+\frac{72000}{100}\times2.5$

$=â‚¹\ ( 8000 + 1800)$

$=â‚¹\ 9800$

Therefore, actual price charged by the company$=â‚¹\ ( 272000 - 9800)$

$=â‚¹\ 2,62,200$

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