| Direction: Study the table below and answer the following questions. There are five sellers P, Q, R, S and T. They are selling four different items. The discount (as percentage) is given on the marked price of these four items by different sellers. |
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| (Note: 1. Some values are missing. You have to calculate these values as per data given in the questions.) |
| 2. Marked price of a particular item is same for all of the sellers. |
A) Rs. 630
B) Rs. 620
C) Rs. 925
D) Rs. 765
E) None of these
Correct Answer: A
Solution :
Let the selling price of item I be Rs. 200 C \[\therefore \] Selling price of item III = Rs. 300 Cost price of item \[I=200\times \frac{100}{125}-Rs.\,160\] Cost price of item \[III=300\times \frac{100}{120}=Rs.\,250\] Profit of item \[I=Rs.(200-160)=Rs.\,40\] Profit of item \[III=Rs.(300-250)=Rs.50\] \[\therefore \] \[40=280\] \[\therefore \] \[1=7\] \[\therefore \] \[50=7\times 50=350\] Hence total profit by selling item I and item III together by T = 280 + 350 = Rs. 630
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