A grocer purchased 2 Kg of rice at the rate of Rs. 15/Kg and 3 Kg of another variety of rice at Rs. 13/Kg and mixed them. At what price should he sell the mixture to earn 33.33% profit on the cost price?

15.6 Rs.

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17.2 Rs.

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13.8 Rs.

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20 Rs.

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18.4 Rs.

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Solution

The correct option is E 18.4 Rs.
Cost price of the mixture $= \frac{(2 * 15) + (3 * 13)}{5} = 13.8$
Rs.
To sell this at 33.335 profit, SP $= \frac{4}{3}$ of cost price $= \frac{13.8}{3} \times 4 = 18.4$ Rs.

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A grocer purchased 2 Kg of rice at the rate of Rs. 15/Kg and 3 Kg of another variety of rice at Rs. 13/Kg and mixed them. At what price should he sell the mixture to earn 33.33% profit on the cost price?

The correct option is E 18.4 Rs.Cost price of the mixture =(2∗15)+(3∗13)5=13.8 Rs. To sell this at 33.335 profit, SP =43 of cost price =13.83×4=18.4 Rs.

The correct option is E 18.4 Rs.
Cost price of the mixture $= \frac{(2 * 15) + (3 * 13)}{5} = 13.8$
Rs.
To sell this at 33.335 profit, SP $= \frac{4}{3}$ of cost price $= \frac{13.8}{3} \times 4 = 18.4$ Rs.