Question

A merchant buys two items for Rs. 7500. One item he sells at a profit of 16% and the other item at 14% loss. In the deal, the merchant makes neither any profit nor any loss. What is the difference between the selling price of both the items?
A) Rs. 620
B) Rs. 654
C) Rs. 725
D) Rs. 747

Answer 1

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Answer 2

Hey mate ^_^

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Answer:
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Let the C.P of one item is Rs. x and that of other is Rs. $(7500 - x)$

According to the data given,

$C.P = S.P$

$x \times ( \frac{116}{100} ) + (7500 - x) \times ( \frac{86}{100} )= 7500$

$30x = 105000$

$x = 3500$

Required difference between selling prices,

$= [( \frac{3500}{100} ) \times 116] - [( \frac{4000}{100} ) \times 86]$

$= 4060-3440$

$= Rs. 620$

Therefore,

Correct option A) Rs. 620

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