The marked price of am item is 1,500 and 10% discount is given to make 20%, profit. By what percent is the discount to be increased to get only 12% profit.
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Answer:
The discount needs to be increased by only 4℅ to get only 12℅ profit out of the whole transaction.
Step-by-step explanation:
Initially,
Marked price( M.P) = Rs. 1500
Discount = 10℅
So, the discount is = 10℅ of 1500 = Rs. 150
So, the selling price (S.P) becomes = M.P- Discount = Rs. 1350
Profit = 20℅
Therefore, 120℅ of cost price( C.P) = 1350
So, C.P = Rs. 1125
Second case,
Profit= 12℅
So the selling price is= 112℅ of 1125 = Rs. 1260
Now, the new discount becomes = Rs 1500- 1260 = Rs. 240
So, the new discount ℅ = (240/1500) × 100 = 16℅
Hence, discount percent has to be increased by 4.
The discount needs to be increased by only 4℅ to get only 12℅ profit out of the whole transaction.
Step-by-step explanation:
Initially,
Marked price( M.P) = Rs. 1500
Discount = 10℅
So, the discount is = 10℅ of 1500 = Rs. 150
So, the selling price (S.P) becomes = M.P- Discount = Rs. 1350
Profit = 20℅
Therefore, 120℅ of cost price( C.P) = 1350
So, C.P = Rs. 1125
Second case,
Profit= 12℅
So the selling price is= 112℅ of 1125 = Rs. 1260
Now, the new discount becomes = Rs 1500- 1260 = Rs. 240
So, the new discount ℅ = (240/1500) × 100 = 16℅
Hence, discount percent has to be increased by 4.
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