Neha Chaudhary bought some goods for Rs.10000. She sold half of the goods at
a loss of 25%. At what percent of profit should she sell the remaining goods so
that she gets a gain of 38% on the whole transaction?
1) 75% 2) 85% 3) 101%
4) 105% 5) None of thes
Answers
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8
Solution :-
Total cost price = Rs. 10000
Cost Price of half of the goods = 10000/2 = Rs. 5000
Total S. P. for the profit of 38 % = (10000*138)/100
= Rs. 13800
Amount of loss on selling half of the goods = (5000*25)/100
= Rs. 1250
S.P. of the half of the goods which sold on 25 % loss = Rs. 5000 - Rs. 1250
= Rs. 3750
Required Selling Price of the remaining goods = 13800 - 3750
= Rs. 10050
Required Gain = 10050 - 5000
= Rs. 5050
Required gain percent = (Profit*100)/Cost Price
= (5050*100)/5000
= 101 %
So, to get a gain of 38 % on the whole transaction, she needs to sell the remaining goods at 101 %.
The option (3) is correct.
Total cost price = Rs. 10000
Cost Price of half of the goods = 10000/2 = Rs. 5000
Total S. P. for the profit of 38 % = (10000*138)/100
= Rs. 13800
Amount of loss on selling half of the goods = (5000*25)/100
= Rs. 1250
S.P. of the half of the goods which sold on 25 % loss = Rs. 5000 - Rs. 1250
= Rs. 3750
Required Selling Price of the remaining goods = 13800 - 3750
= Rs. 10050
Required Gain = 10050 - 5000
= Rs. 5050
Required gain percent = (Profit*100)/Cost Price
= (5050*100)/5000
= 101 %
So, to get a gain of 38 % on the whole transaction, she needs to sell the remaining goods at 101 %.
The option (3) is correct.
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