Question : A sum of INR 1,250 has to be distributed among A, B, C, and D. The Total share of B and D is equal to $\frac{14}{11}$ of the total share of A and C. The share of D is half of the share of A. The share of C is 1.2 of the share of A. What are the shares of A, B, C and D respectively?

Option 1: INR 250, INR 575, INR 300, INR 125

Option 2: INR 350, INR 525, INR 300, INR 125

Option 3: INR 250, INR 525, INR 300, INR 125

Option 4: INR 250, INR 575, INR 300, INR 175

Question : A certain sum is divided between A, B, C, and D such that the ratio of the shares of A and B is 1 : 3, that of B and C is 2 : 5, and that of C and D is 2 : 3. If the difference between the shares of A and C is INR 3,510, then the share of D is:

Question : A sum of INR 46, 800 is divided among A, B, C, and D in such a way that the ratio of the combined share of A and D to the combined share of B and C is 8: 5. The ratio of the share of B to that of C is 5 : 4. A receives INR 18,400. If $x$ is the difference between the shares of

Question : A, B, and C started a business with an investment of INR 1,00,000, INR 1,40,000 and INR 2,00,000 respectively. After 3 months, C left the business. 7 months after C left the business, B also left the business. B and C took their investments with them. At the end of the

Question : A, B, and C together invest INR 53,000 in a business. A invests INR 5,000 more than B and B invests INR 6,000 more than C. Out of a total profit of INR 31,800, find the share of A.

Question : A's income is INR 140 more than B's income, and C's income is INR 80 more than D's. If the ratio of A's and C's incomes is 2 : 3 and the ratio of B's and D's incomes is 1 : 2, then the incomes of A, B, C, and D are, respectively: