P, Q, and R invested ₹30,000, ₹45,000, and ₹50,000 respectively. P's investment was for 14 months, Q's for 10 months, and R's for 8 months. The total profit is ₹70,000. What is Q's share of the profit?

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Accepted Answer

1. Find time-weighted investments:
   - P: $30000	imes14=420000$, Q: $45000	imes10=450000$, R: $50000	imes8=400000$.
2. Ratio of shares: $420000:450000:400000 = 42:45:40$. Sum = $127$.
3. Q's share = $70000	imes\dfrac{45}{127} = \dfrac{3150000}{127} \approx 24803$.
4. Q's profit ≈ ₹24,803. FINAL_ANSWER: c

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