The price of a sweater was slashed from ₹ 960 to ₹816 by a shopkeeper in the winter season. Find the rate of discount given by him.
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Given:-
- Price of the Sweater in the starting(Cost Price) = ₹ 960
- Price of the Sweater after slashing(Selling Price) = ₹ 816
To Find:-
- Rate of discount which is given by him.
Calculating:-
- First we have to find the amount that has been discounted.
For that we use the Formula:-
- = Cost Price - Selling Price
- Substituting values that are known to us in this formula we get:
- => 960 - 816
=> ₹ 144
- Therefore, the discounted price is ₹ 144.
- Now, We have to calculate the discount percentage.
- To calculate the discount percentage we use the formula:
- Discount Percentage = Discounted Price / Cost Price x 100
- Substituting all the values which we know into this equation we get:
- = 144/960 x 100
- = 0.15 x 100
= 15 %
- Therefore, the rate of discount that is given to him is 15 %.
Answered by
21
Given :
The price of a sweater was slashed from ₹ 960 to ₹816 by a shopkeeper in the winter season.
To find :
Find the rate of discount given by him.
Solution :
Cost price = ₹ 960
Selling price = ₹ 816
∴ Discount = ₹ (960 - 816) = ₹ 144
∵ Discount depends on the cost price.
∴ Rate of discount = (Discount/Cost price) × 100
= (144/960) × 100 %
= 1440/96 %
= 15%
∴ Rate of discount = 15%
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