to gain 20% after allowing a discount of 5% the shopkeeper should mark the price of the article which cost in rupees 475 is
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Solution :-
Let the marked price be Rs. x
Discount given = 5 %
Selling price = Marked Price - Discount
⇒ x - (x*5)/100
⇒ x/1 - x/20
⇒ (20x - x)/20
Selling Price = Rs. 19x/20
Cost price = Rs. 475 (Given)
Profit earned = 20 %
C.P. + Profit = S.P.
⇒ 475 + (475*20/100) = 19x/20
⇒ 475 + 95 = 19x/20
⇒ 570 = 19x/20
⇒ x = (570*20)/19
⇒ x = 11400/19
⇒ x = Rs.600
So, the Marked Price of the article should be Rs. 600
Answer.
Let the marked price be Rs. x
Discount given = 5 %
Selling price = Marked Price - Discount
⇒ x - (x*5)/100
⇒ x/1 - x/20
⇒ (20x - x)/20
Selling Price = Rs. 19x/20
Cost price = Rs. 475 (Given)
Profit earned = 20 %
C.P. + Profit = S.P.
⇒ 475 + (475*20/100) = 19x/20
⇒ 475 + 95 = 19x/20
⇒ 570 = 19x/20
⇒ x = (570*20)/19
⇒ x = 11400/19
⇒ x = Rs.600
So, the Marked Price of the article should be Rs. 600
Answer.
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