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Solve this.....
How much per cent above the cost price should a shopkeeper mark his goods so that after allowing a discount of 10% on the marked price, he gains 8%?
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Answers
Answered by
12
Let the cost price be 100.
Given, Gain = 8%.
We know that Selling price = Cost price + Gain
= 100 + 8
= 108.
Let the marked price be 'x'.
Given that discount is 10% on the marked price.
⇒ Discount = 10% of x
= 10x/100
= x/10.
Therefore, Selling price = marked price - discount
= x - (x/10)
= 9x/10.
But, selling price = 108.
⇒ 9x/10 = 108
⇒ 9x = 1080
⇒ x = 120
Therefore, the marked price is 120.
Hence, the marked price is 20% above the cost price.
Hope this helps!
siddhartharao77:
welcome
Answered by
48
Hi friend..
Here is the solution
ANSWER (step by step) ==
Cost * 108% = Marked * 90%
Cost * 1.08 = Marked * 0.90
(Cost * 1.08) / 0.90 = Marked
1.08/ 0.90 = Marked / Cost
1.2 = Marked / Cost
20% uplift
Marked at 20% above cost, 10% discount = 120% - 12% = 108% = 8% profit.
I hope it will help you
#yahyaahmad#
Here is the solution
ANSWER (step by step) ==
Cost * 108% = Marked * 90%
Cost * 1.08 = Marked * 0.90
(Cost * 1.08) / 0.90 = Marked
1.08/ 0.90 = Marked / Cost
1.2 = Marked / Cost
20% uplift
Marked at 20% above cost, 10% discount = 120% - 12% = 108% = 8% profit.
I hope it will help you
#yahyaahmad#
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