Math, asked by sakthipriya579, 5 months ago

A fruit merchant has a stock 100 mangoes in which 'N' number of mangoes are superior variety and rest are of inferior variety. The merchant sells superior variety mangoes at the premium of '2N%' and the inferior variety of mangoes at a discount of '2N%'. Find the maximum loss% the merchant had to bear after selling all the mangoes and the cost price is same for each mangoes.​

Answers

Answered by ravindrabansod26
6

Question :-  ⬇

                             Q)  A fruit merchant has a stock 100 mangoes in which 'N' number of mangoes are superior variety and rest are of inferior variety. The merchant sells superior variety mangoes at the premium of '2N%' and the inferior variety of mangoes at a discount of '2N%'. Find the maximum loss% the merchant had to bear after selling all the mangoes and the cost price is same for each mangoes.​

Answer :- ⬇

       

    profit on selling 1kg mangoes = 4Rs.

     loss on selling 1kg graphs = 1Rs.

Neither loss nor profit of selling 1kg strawberry.

Profit on selling 20 kg mangoes = 20 * 4 = 80Rs.

loss on selling 10 kg graphs = 10 * 1 = 10Rs.

strawberry gives him no profit no loss .

here,

         profit > loss

therefore ,

                     profit = 80Rs.         ,      loss = 10Rs.

therefore ,

                   profit of= 80Rs. - 10Rs.

                                = 70Rs.

                                                                                                                       

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