A trader uses a 110 cm scale instead of 1m while buying cloth and uses 90 cm scale instead of 1m while selling the cloth at cost price. He further provides 10% discount. What is his overall profit percentage?

on
13-Apr-2014 18:03

Ans: 10%<br>Let the actual cost price of 1m of cloth be Rs.x<br>Effective C.P of 1 cm of cloth = x/110<br>S.P of 1 cm of cloth before discount= x/90<br>S.P of 1 cm of cloth after discount = (x/90) * 0.9 = x/100<br>Profit = x/100 - x/110= x/1100<br>Profit % = 100 * (x/1100)/(x/110) = 100 * 1/10 = 10%

Ans: 10%<br>Let the actual cost price of 1m of cloth be Rs.x<br>Effective C.P of 1 cm of cloth = x/110<br>S.P of 1 cm of cloth before discount= x/90<br>S.P of 1 cm of cloth after discount = (x/90) * 0.9 = x/100<br>Profit = x/100 - x/110= x/1100<br>Profit % = 100 * (x/1100)/(x/110) = 100 * 1/10 = 10%

on
22-Sep-2015 16:31

thanks for the solution...:))<br>

thanks for the solution...:))<br>

on
12-Mar-2016 11:30

Let the actual cost price of 1m of cloth be Rs.x Effective C.P of 1 cm of cloth = x/110 S.P of 1 cm of cloth before discount= x/90 S.P of 1 cm of cloth after discount = (x/90) * 0.9 = x/100 Profit = x/100 - x/110= x/1100 Profit % = 100 * (x/1100)/(x/110) = 100 * 1/10 = 10%

Let the actual cost price of 1m of cloth be Rs.x Effective C.P of 1 cm of cloth = x/110 S.P of 1 cm of cloth before discount= x/90 S.P of 1 cm of cloth after discount = (x/90) * 0.9 = x/100 Profit = x/100 - x/110= x/1100 Profit % = 100 * (x/1100)/(x/110) = 100 * 1/10 = 10%