Even after giving 10% discount on the printed price of a washing machine, the shopkeeper earns 20% profit. If the cost price of the washing machine is Rs. 3000, what is its printed price?
Answers
Step-by-step explanation:
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10x
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CP
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = Profit
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = ProfitNow, 126 = x - 0.10x
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = ProfitNow, 126 = x - 0.10x=> x = 1260/9 = Rs 140
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = ProfitNow, 126 = x - 0.10x=> x = 1260/9 = Rs 140=> Markup = 40% of CP
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = ProfitNow, 126 = x - 0.10x=> x = 1260/9 = Rs 140=> Markup = 40% of CPActual MP of article = Rs 280
A shopkeeper offers a 10% discount, but still makes a profit of 26%. What is the actual cost of the article marked at Rs. 280?Let CP = Rs 100MP = x%Discount 10% of MP = 0.10xSP = Rs 126Profit = Rs 26Facts :MP is always markedup on CPMP - Disc = SP(Discount always calculated on MP)SP - CP = ProfitNow, 126 = x - 0.10x=> x = 1260/9 = Rs 140=> Markup = 40% of CPActual MP of article = Rs 280=> Actual CP =280/140 x 100 = Rs 200
Step-by-step explanation:
Given :-
Even after giving 10% discount on the printed price of a washing machine, the shopkeeper earns 20% profit. If the cost price of the washing machine is Rs. 3000.
To find:-
What is its printed price?
Solution :-
Let the printed price of a waching machine be Rs.X
Given discount percentage on it = 10%
Discount = 10% of X
=> D = 10%× X
=> D = (10/100)×X
=> D = 10X/100
=> D = X/10
Discount = Rs. X/10
Profit on it = 20%
Given Cost Price of the washing machine =
Rs. 3000
We know that
Selling Price = [(100+g)CP/100]
=> SP = (100+20)×3000/100
=> SP = 120×30
=> SP = 3600
Selling Price of the washing machine = Rs. 3600
We know that
Selling Price = Marked Price - Discount
=> 3600 = X-(X/10)
=> 3600 = (10X-X)/10
=> 3600 = 9X/10
=> 9X/10 = 3600
=> 9X = 3600×10
=> 9X = 36000
=> X = 36000/9
=> X = 4000
So, Marked Price = Rs. 4000
Answer:-
The Printed Price of the washing machine is
Rs. 4000
Check:-
MP = 4000
Profit = 20%
Discount % = 10%
=>D = (10/100)×4000
=> D = 400
Selling Price = 4000-400 = 3600
CP = (100×SP)/(100+g)
=> CP = (100×3600)/(100+20)
=> CP = 360000/120
=> CP = 3000
Verified the given relations in the given problem.
Used formulae:-
- Selling Price = [(100+g)CP/100]
- CP = (100×SP)/(100+g)
- Selling Price = Marked Price - Discount
- Discount is always calculated on Marked Price.