Gita buys a plot of land for Rs 36000. She sells 2/5 of it at a loss of 6%. She wants to make a profit of 10% on the whole transaction by selling the remaining land. The gain % on the remaining land is
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Solution :-
Cost price of 2/5th part of land = (36000*2)/5
= Rs. 14400
Loss of sale of 2/5th part of land = 6 %
Loss = (14400*6)/100
Loss = Rs. 864
Selling price of 2/5th part of land = 14400 - 864
= Rs. 13536
Cost of remaining 3/5th part of land = (36000*3)/5
= Rs. 21600
Profit required on whole transaction = 10 %
10 % of 36000
= Rs. 3600
Total profit = Rs.3600 + Rs. 864 (6 % loss to be recovered)
= Rs. 4464
Total profit to be earned to make it 10 % on the whole transaction = Rs. 4464
Profit % = (Profit*100)/Cost price of the remaining land
Profit % = (4464*100)/21600
= 20.67 %
Answer.
Cost price of 2/5th part of land = (36000*2)/5
= Rs. 14400
Loss of sale of 2/5th part of land = 6 %
Loss = (14400*6)/100
Loss = Rs. 864
Selling price of 2/5th part of land = 14400 - 864
= Rs. 13536
Cost of remaining 3/5th part of land = (36000*3)/5
= Rs. 21600
Profit required on whole transaction = 10 %
10 % of 36000
= Rs. 3600
Total profit = Rs.3600 + Rs. 864 (6 % loss to be recovered)
= Rs. 4464
Total profit to be earned to make it 10 % on the whole transaction = Rs. 4464
Profit % = (Profit*100)/Cost price of the remaining land
Profit % = (4464*100)/21600
= 20.67 %
Answer.
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