Question 50

A scooter is sold at three successive discounts of 10%, 5% and 2%. If the marked price of the scooter is Rs.18,000, find its net selling price.

Solution

Marked price = Rs. 18,000

Selling price after first discount of 10% = $$18,000-(\frac{10}{100}\times18,000)$$

= $$18,000-1800=Rs.$$ $$16,200$$

Similarly, selling price after second discount of 5% = $$16,200-(\frac{5}{100}\times16,200)$$

= $$16,200-810=Rs.$$ $$15,390$$

And selling price after third discount of 2% = $$15,390-(\frac{2}{100}\times15,390)$$

= $$15,390-307.8=Rs.$$ $$15,082.20$$

=> Ans - (C)

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