The problem asks for the original price of a sweater given the amount saved (discount) and the discount percentage.
The discount amount is a percentage of the original price. We can express this relationship using a formula:
Discount Amount = Discount Percentage × Original Price
We are given:
Let the Original Price be P.
We can write the equation as:
₹200 = 25% of P
Converting the percentage to a decimal:
₹200 = $0.25 \times P$
To find the Original Price (P), we rearrange the equation:
$P = \frac{\text{Discount Amount}}{\text{Discount Percentage (as decimal)}}$
$P = \frac{200}{0.25}$
Since $0.25$ is equal to $\frac{1}{4}$:
$P = \frac{200}{1/4}$
$P = 200 \times 4$
$P = 800$
Therefore, the price of the sweater before the discount was ₹800.
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