Rohit marks his goods 40% above the cp but allows a discount of 5% for cash payment to his customers.what actual profit does he make,if he receives rs-1064 after allowing the discount.
Answers
Answered by
4
let the cost price be 'x'
according to question ,
market price =x + 40% of x
x + 40% of x - 5% of x = 1064
x + 0.4x - 0.05x = 1064
x( 1 + 0.4 - 0.05 ) =1064
x( 1.4 - 0.05 ) = 1064
1.35x = 1064 =>x = 1064/1.35
x = Rs 788.14 = cost price
market price= 788.14 + 40% of 788.14
= 788.14 + 0.4 × 788.14
= 788.14 + 315.25
= Rs. 1103.39
selling price = 1103.39 - 5 % of 1103.29
= 1103.39 - 0.05 × 1103.29
= 1103.39 - 55.16
= Rs 1048.22
profile earned = Selling price - cost price
= 1048.22 - 788.14
= Rs 300.08
profit % = profit/cost price × 100
=300.08/788.14 × 100
= 38.07 %
therefore, the actual profit he make
= 38.07 %
according to question ,
market price =x + 40% of x
x + 40% of x - 5% of x = 1064
x + 0.4x - 0.05x = 1064
x( 1 + 0.4 - 0.05 ) =1064
x( 1.4 - 0.05 ) = 1064
1.35x = 1064 =>x = 1064/1.35
x = Rs 788.14 = cost price
market price= 788.14 + 40% of 788.14
= 788.14 + 0.4 × 788.14
= 788.14 + 315.25
= Rs. 1103.39
selling price = 1103.39 - 5 % of 1103.29
= 1103.39 - 0.05 × 1103.29
= 1103.39 - 55.16
= Rs 1048.22
profile earned = Selling price - cost price
= 1048.22 - 788.14
= Rs 300.08
profit % = profit/cost price × 100
=300.08/788.14 × 100
= 38.07 %
therefore, the actual profit he make
= 38.07 %
Similar questions