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Profit earned on selling a table for Rs. 'X + 1600' is 50% more than the loss incurred on selling the table for Rs. 'X + 100'. Had the table been sold for Rs. 'X', there would have been a loss of 43.75%. What is the cost price of the table?
Rs. 1500
Rs. 1600
Rs. 1800
Rs. 2000
Rs. 2400
Correct option:2
Solution:
Let the cost price of the table be Y ATQ (X + 1600) - Y = [Y - (X + 100)] x (3/2) 2X - 2Y + 3200 = 3Y - 3X - 300 5Y = 5X + 3500 Y = X + 700 ...(a) Again, (Y - X)/Y = 7/16 16Y - 16X = 7Y 16X = 9Y ...(b) From (a) and (b) 16k - 9k = 700 k = 100 The cost price of the table = Y = 16k = 1600 Rs. Hence, the correct answer is Rs. 1600.
By: Parvesh Mehta ProfileResourcesReport error
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