A shopkeeper sold two items. The selling price of the first item equals the cost price of the second item. He sold the first item at a profit of 20% and the second item at a loss of 10%. What is his overall profit/loss percent? |
Profit, $3 \frac{7}{11} \%$ Loss, $4 \frac{6}{11} \%$ Profit, $4 \frac{7}{11} \%$ Loss, $8 \frac{1}{3} \%$ |
Profit, $3 \frac{7}{11} \%$ |
CP SP 1st 5 6 (20% Profit) 2nd 10 9 ( 10% Loss) As, the selling price of the first item equals the cost price of the second item, multiply first item with 5 and second item with 3 CP SP 1st 5 6)×5 2nd 10 9)×3
CP SP 1st 25 30 2nd 30 27 ————————————— 55 57 = Profit of 2 Profit percentage = \(\frac{2 × 100}{55}\) = Profit, $3 \frac{7}{11} \%$ |