The cost of manufacturing an article is Rs. $160$ . The manufacturer sells it to a dealer at a gain of $45$ % and the dealer sells it to the customer for Rs. $266.80$ . Find the dealer's percentage gain?

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Solution

The correct option is D $15$ %
The cost of manufacturing an article is Rs. $160$ . The manufacturer sells it to a dealer at a gain of $45$ %

Then selling price = $\frac{160 \times 145}{100} = 232$ Rs

Dealer sell it Rs $266.80$ to the customer

Profit = $266.80 - 232 = 34.80$ RS

% of profit = $\frac{34.80 \times 100}{232} = 15$ %

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The cost of manufacturing an article is Rs. 160. The manufacturer sells it to a dealer at a gain of 45% and the dealer sells it to the customer for Rs. 266.80. Find the dealer's percentage gain?

The correct option is D 15%The cost of manufacturing an article is Rs. 160. The manufacturer sells it to a dealer at a gain of 45% Then selling price =160×145100=232Rs Dealer sell it Rs 266.80 to the customer Profit =266.80−232=34.80 RS % of profit =34.80×100232=15%

The cost of manufacturing an article is Rs. $160$ . The manufacturer sells it to a dealer at a gain of $45$ % and the dealer sells it to the customer for Rs. $266.80$ . Find the dealer's percentage gain?