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A tractor is sold after allowing three successive discounts of 10%, 5% and 2%. If the marked price of the tractor is Rs 4,88,000,
find its net selling price.
Rs 5,08,895.2
Rs 4,49,895.06
Rs 4,18,895.45
Rs 4,08,895.2
Here's the breakdown for calculating the net selling price after applying the successive discounts:
- Start with the marked price: Rs 4,88,000.
- Apply the first discount of 10%:
Price after 10% discount=4,88,000−(0.10×4,88,000)=4,39,200.
- Apply the second discount of 5%:
Price after 5% discount=4,39,200−(0.05×4,39,200)=4,17,240.
- Apply the third discount of 2%:
Net selling price=4,17,240−(0.02×4,17,240)=4,08,895.2.
$$\text{\( \color{green}{\text{ Your Answer}}\) is \textbf{Rs 4,08,895.2}. Option 4}} $$
- Options:
- Option 1: Rs 5,08,895.2 - Incorrect, higher than the marked price.
- Option 2: Rs 4,49,895.06 - Incorrect, because calculation steps described don't lead to this.
- Option 3: Rs 4,18,895.45 - Incorrect, close but not quite.
- Option 4: Rs 4,08,895.2 - The right option.
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