cp =x
sp=x
profite =50
profite =%
mp=x
discount =x
discount =%
Answers
Answer:
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C = Cost price
S = Selling price
M = Market price
D% = Discount
G% = Gain
Now,
Discount = D% of marked price, M
Discount = Marked Price – Selling Price
Marked Price – Amount of Discount = Selling Price
M (1-D%) = Selling Price
Also, Selling Price = Cost Price + Gain
Thus,
M (1-D%) = C (1 + G%)
Or in other words
Marked Price (1 – Discount%) = Cost Price (1 + Gain%)
Example-1: Natasha offers her customers a discount of 10% on her beauty products and she still makes a profit of 20%. What is the actual cost to her of that beauty product marked Rs. 400?
Solution:
Marked price = Rs. 400
Discount = 10%
Profit = 20%
Therefore, the Selling Price = 90% of 400
Therefore 400 x 90/100 = Rs. 360
Selling price = Rs. 360
Profit = 20%
Cost price = 100/120 x 360 = Rs. 300
Answer:
MP=₹50
MP=₹50DISCOUNT=2%
MP=₹50DISCOUNT=2%SP=MP(1-D/100)
MP=₹50DISCOUNT=2%SP=MP(1-D/100) = 50(100-2/100)
MP=₹50DISCOUNT=2%SP=MP(1-D/100) = 50(100-2/100) = 50×88/100
MP=₹50DISCOUNT=2%SP=MP(1-D/100) = 50(100-2/100) = 50×88/100 = 44