A manufacturer sells his goods to a wholesaler at $10 %$ gain, the wholesaler to the retailer at $20 %$ gain and the retailer to the customer at $30 %$ gain. Find what percent the customer has to pay more on the manufactured price?

60 %

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66 \frac{2}{3}

%

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48 \frac{1}{5}

%

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71 \frac{3}{5}

%

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Solution

The correct option is D $71 \frac{3}{5}$ $%$
Let the price of the goods $=$ Rs. $100$ .
Then, at $10 %$ profit, it was sold to the wholeseller by
Rs. $(100 + 10) =$ Rs. $110$ .
$∴$ The S.P to the retailer at $20 %$ gain $=$ $R s (110 + 110 \times \frac{20}{100}) =$ Rs. $132.$
$∴$ The S.P to the consumer at $30 %$ gain $=$ $(132 + 132 \times \frac{20}{100}) =$ Rs. $171.6.$
$∴$ The net increase in price for the consumer $=$ Rs. $(171.6 - 100)$
$=$ Rs. $71.6$ over Rs. $100$
$= 71.6$
$= 71 \frac{3}{5}$ $%$
Ans- Option D

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A manufacturer sells his goods to a wholesaler at 10% gain, the wholesaler to the retailer at 20% gain and the retailer to the customer at 30% gain. Find what percent the customer has to pay more on the manufactured price?

A manufacturer sells his goods to a wholesaler at $10 %$ gain, the wholesaler to the retailer at $20 %$ gain and the retailer to the customer at $30 %$ gain. Find what percent the customer has to pay more on the manufactured price?