to gain 25% of the allow discount of 10% the shopkeeper must mark the price of the article which caused him rupees 360 as
Answers
Answer:
The market price is Rs.500.
Step-by-step explanation:
Given : To 25% gain after allowing 10% discount the shopkeeper.
To find : What is a mark the price of the article which cost him ₹ 360?
Solution :
The cost price is CP=Rs.360
Discount percentage is D%=10%
Gain % = G%=25%
Let the market price be x
The selling price is
SP=MP(1-D\%)SP=MP(1−D%)
SP=x(1-0.1)SP=x(1−0.1)
SP=0.9xSP=0.9x
We know,
G=G\%\times CPG=G%×CP
G=\frac{25}{100}\times 360G=
100
25
×360
G=90G=90
Gain = Selling price - Cost price
90 = 0.9x - 360
0.9x=450
x=500.
Therefore, The market price is Rs.500.
Answer:
Suppose, the marked price of the article =Rs.x.
Cost price of the article =Rs.360
As per question,
x−x×
100
10
−
100
25×360
=360
or x−
10
x
−90=360
or
10
9x
−90=360
or
10
9x
=360+90
So, x=Rs.500
Step-by-step explanation:
tq