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(A) Let the total quantity of goods be $4$ units and the cost price $(CP)$ of each unit be $Rs. 100$. Total $CP = 4 	imes 100 = Rs. 400$. Marked Pric

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(A) Let the total quantity of goods be $4$ units and the cost price $(CP)$ of each unit be $Rs. 100$. Total $CP = 4 	imes 100 = Rs. 400$. Marked Price $(MP)$ per unit $= 100 + 20\% 	ext{ of } 100 = Rs. 120$. Total $MP$ for $4$ units $= 4 	imes 120 = Rs. 480$. Now,the trader sells the stock as follows: $1$. Half the stock ($2$ units) at $MP$: $2 	imes 120 = Rs. 240$. $2$. One quarter ($1$ unit) at $20\%$ discount on $MP$: $120 - 20\% 	ext{ of } 120 = 120 - 24 = Rs. 96$. $3$. The rest ($1$ unit) at $40\%$ discount on $MP$: $120 - 40\% 	ext{ of } 120 = 120 - 48 = Rs. 72$. Total Selling Price $(SP)$ $= 240 + 96 + 72 = Rs. 408$. Total Gain $= SP - CP = 408 - 400 = Rs. 8$. Gain percentage $= (	ext{Gain} / CP) 	imes 100 = (8 / 400) 	imes 100 = 2\%$.

$A$ trader marked his goods at $20 \%$ above the cost price. He sold half the stock at the marked price,one quarter at a discount of $20 \%$ on the marked price,and the rest at a discount of $40 \%$ on the marked price. What is his total gain percentage?

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