Gagan sold a trouser at a profit of 16 % had he sold it for ₹27 more, the profit would have been 20% find the cost price of the trouser
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19
Answer:
₹675
Step-by-step explanation:
Let the cost of trouser be x.
Profit= 16/100*x = 4x/25
Selling price= x+4x/25= 29x/25
if he had sold it for ₹27 more then the profit would have been 20%.
Forming an equation,
29x/25 + 27=20/100*x + x
When you will solve this equation you will get x=675.
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