A dishonest dealer marks up the price of his goods by 20% and gives a discount of 10% to the customer. besides, he also cheats both his supplier and his buyer by 100 grams while buying and selling 1 kilogram. find the percentage profit earned by the shopkeeper. gateoverfow
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Answered by
28
While buying,
He buys 1100 gram instead of 1000gram.
Suppose he bought 1100 grams for Rs. 1000.
While selling,
He sells only 900 grams when he takes the money for 1 kg.
Now, according to the problem,
he sells at an 8% profit (20% markup, 10% discount).
Hence, his selling price is Rs. 1080 for 900 grams.
Now,
1100grams for Rs. 1000
Hence, 1188 grams for Rs. 1080
Selling: 900 grams for Rs. 1080.
Hence, % profit = 288/900 = 32%.
He buys 1100 gram instead of 1000gram.
Suppose he bought 1100 grams for Rs. 1000.
While selling,
He sells only 900 grams when he takes the money for 1 kg.
Now, according to the problem,
he sells at an 8% profit (20% markup, 10% discount).
Hence, his selling price is Rs. 1080 for 900 grams.
Now,
1100grams for Rs. 1000
Hence, 1188 grams for Rs. 1080
Selling: 900 grams for Rs. 1080.
Hence, % profit = 288/900 = 32%.
Answered by
10
Answer:
32%
Step-by-step explanation:
Suppose he bought 1100 grams for Rs. 1000
He sells only 900 grams when he takes the money for 1 kg
he sells at a 8% profit (20% markup, 10% discount)
(100*20%=120 , 120*10%= 112 , 120-112=8%)
Hence, his selling price is Rs. 1080( as 1000*8%) for 900 grams
He buys 1100 gram instead of 1000 gram
1100 grams for Rs. 1000 (as compare first line)
Hence, 1188 grams( as 1100*8%=1188) for Rs. 1080 (as 1000*8%)
Selling: 900 grams for Rs. 1080
so, actually selling of 1188 grams??
actual (1188*1080)/900= Rs. 1425.6
profit =1425.6-1080= Rs. 345.6 out of Rs 1080
% of profit = (345.6/1080)*100=32%
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