Let the original price of the product be ₹x. Discounted Price = 20 Cost of the product after discount = (x 0.2x ) = 0.8x Given: 0.8x = ₹1680 x = nbsp;₹ ...

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Question

A discount of 20% on a product makes the price of it as ₹1680. What is the original price of the product?

₹1344

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₹1800

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₹2000

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₹2100

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Solution

The correct option is D ₹2100
Let the original price of the product be ₹x.

Discounted Price = 20% of the price of product = $\frac{20}{100} \times x = 0.2 x$
Cost of the product after discount = (x - 0.2x ) = 0.8x

Given: 0.8x = ₹1680
x = ₹ $\frac{1680}{0.8}$ = ₹2100
Therefore, original price of the product = ₹2100.

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A discount of 20% on a product makes the price of it as ₹1680. What is the original price of the product?

The correct option is D ₹2100Let the original price of the product be ₹x. Discounted Price = 20% of the price of product = 20100×x= 0.2x Cost of the product after discount = (x - 0.2x ) = 0.8x Given: 0.8x = ₹1680 x = ₹ 16800.8 = ₹2100 Therefore, original price of the product = ₹2100.