A, B, C subscribe ₹50,000 in total. A invests ₹4,000 more than B, and B invests ₹5,000 more than C. If the total profit is ₹35,000, how much does A receive?

Problem restatement
Find each person's capital from the given differences and the total capital, then allocate profit proportional to capital (assuming equal time).

Given data

• Let C = x ⇒ B = x + 5,000 ⇒ A = x + 9,000.
• A + B + C = 50,000.
• Total profit = ₹35,000.

Step-by-step calculation
x + (x + 5,000) + (x + 9,000) = 50,000 3x + 14,000 = 50,000 ⇒ x = 12,000 C = 12,000,   B = 17,000,   A = 21,000 A's share = (21,000/50,000) × 35,000 = ₹14,700

Verification
Shares sum correctly if computed similarly for B and C.

Final Answer
₹14,700